^AC? / # t f o -*..o vv V > v V / °o. ■'■ <* % 'VI d>v ' o^ ? * &v^ ^ A o, „%> o^t « C^ o A^ ^ ' I s s J^ ^ V ft ■ Si * ^P Or- ^0« Digitized by the Internet Archive in 2011 with funding from The Library of Congress http://www.archive.org/details/outlinesofpsychoOOschu OUTLINES OP PSYCHOLOGY INSTITUTE WORK CLASS-ROOM DRILL ax AARON SCHUYLER, LL. D., AUTHOR OF PSYCHOLOGY, ALGEBRA, GEOMETRY, TRIGONOMETRY, SURVEYING, AND LOGIC. 31 PRESS OF THE C. B. KIRTLAND PUBLISHING CO., SALINA, KANSAS. ,<^ N ^v Preface. The Author of the following condensed work has given several courses of lectures on Psychology, using the OUTLINES as the basis of his discussions. Quite a demand has been created for these summaries in a printed form. It has been thought best to supply this demand, and hence the issue of this compact book in a form both attractive and convenient. Schuyler's Treatise on Psychology has been taken as the basis of this work, though other books have been consulted. The Author hopes that these Outlines may awaken thought in others corresponding to the thought they have caused in himself. A. SCHUYLER. Kansas Wesleyan University Salina, Kansas, July i, 1893. Copyrighted, 1893, by Aaron Schuyler. z ? a* Outlines of Psychology. I, INTRODUCTORY. 1 . Definition. — Psychology is the science which treats of the phenom- ena and faculties of the human soul. It treats directly of phenomena and indirectly of faculties, since faculties are known only through phenomena. A mental act implies the power to perform that act, and that power is called a faculty. The susceptibility of being affected in a certain way is also called a faculty. A power is chiefly active; a susceptibility is chiefly passive. Note. — A phenomenon is an appearance, as of an external object in perception, or of a mental act or state to consciousness. 2. Aim. — The aim of Psychology is threefold: 1st. To ascertain the phenomena of the human soul. 2d. To analyze and classify the phenomena. 3d. To ascertain the conditions and laws of the phenomena. Note. — A condition is something which must be in order that some- thing else may be. Thus, the eye is a condition of seeing. 3. Utility.— The utility of Psychology is threefold: 1st. It supplies principles for other sciences. 2d. It cultivates the mind and thus contributes to perfection and con- sequently to happiness. 3d. It checks the evils arising from a too exclusive pursuit of physical science, by calling attention to our spiritual nature, moral dignity and probable destiny. (3) 4: . OUTLINES OF PSYCHOLOGY. 4. Means. — The means of study are the principal and collateral. 1st. The principal means of psychological study are threefold: (1) Conciousness — the immediate knowledge of psychical phenomena. (2) Reflection — the analysis and classification of phenomena. (3) Rational intuition — the immediate apprehension of the necessity of conditions and laws of phenomena. 2d. The collateral means of psychological study are manifold: (1) A good treatise is indispensible as a guide. (2) Comparative Psychology aids in the study of human psychology. (3) Biology, Physiology, Anthropology, and Sociology are invaluable auxiliaries. (4) Intercourse with Society, close observation, and careful study of current events reveal curiosities in human nature. (5) Literature, especially history, biography, poetry, the novel and the, drama illustrate social relations. 5. Rules for Investigation.— These are the following: 1st. Employ both the principal and collateral means of study. 2d. Take as fundamental the phenomena revealed in consciousness, all the phenomena, and nothing but the phenomena. 3d. Analayze, compare, identify or discriminate, and classify the phe- nomena. 4th. Determine the conditions and laws of the phenomena. 5th. Refer phenomena essentially alike to the same faculty, and phe- nomena essentially unlike to different faculties. 6th. Reduce to a system. 7th. Register the results. INTRODUCTORY. II. CLASSIFICATION OF PHENOMENA. f Acquisition. 1. Cognition ro i • 4-- ^ Consciousness, f Subjective | RefLecW Rational — Intuition. Objective — Perception. ( Memory. Representation.. \ Imagination. ( Phantasy. ( Conceiving. [^Elaboration j Judging. ( Reasoning. ( Sensation. Physical feeling, j Instinct. ( Appetite. ( Rest or fatigue. 2. Feeling .. b and a < 6, are contraries, since they are conflictives, but are not universally inclusive, as another relation, a- 6, is possible; but the propositions, a and b are equal and a and 6 are unequal, are contradictories, since they are conflictives, and are universally inclusive — no other relation being possible. (2) Law of congruents. — The congruity of two propositions is consistent with the truth of both, the falsity of both, or with the truth of either and the falsity of the other. Thus a and b are unequal and a greater than b, are congruents — both true, if 6a; but if a > b is true, a and b are unequal cannot be false. Consequence. — From mere congruence, the truth or falsity of either of two propositions can not be inferred from the truth or falsity of the other. (3) Law of conflictives. — Two conflictive propositions can not both be true. For since they clash, the truth of either implies the falsity of the other. Consequence. — If one of two conflictives is true, the other is false. Two true propositions can not be conflictive. All truths exist in harmony. A proposition is false if it involves a conflictive of a truth. (4) Law of contraries. — Two contrary propositions can not both be true, but may both be false. They cannot both be true, since they are conflictives; but they may both be false, since other relations are possible. Thus, a>b and a - 2. Conditions-^ Object having sapid qualities. (^Synthesis of subject and object. ( Physical — exciting cause — food, f Objective. •] Physiological — organs of taste. ( Mechanical — action of cause, reaction of organ. 3. Elements..^ f SftTisatioTi 5 Known h y consciousness, sensation ^ Analyzed ^ classified by reflection.. ^ Subjective-^ Intuition Of the necessity of subject —ego. Of the necessity of object — cause. Inference — Judgment as to cause. (^Ideation — Imaging the object or cause. Note. — Taste is a wonderfully discriminating sense. It is very sensitive in the Epicure, who lives to eat. It constitutes the chief pleasure of many persons; but a rational being should have higher means of enjoyment. It is, however, indispensible in the economy of nature. 4. Utility It contributes to enjoyment. It guards against danger. It is a test of identity. 5. Relation to Smell. — The organs of taste and smell are in proximity and act in sympathy. Savory odors stimulate the appetite; but offensive smells excite disgust and disinclination for bad. PERCEPTION. 37 XI. PERCEPTION THROUGH TOUCH. 1. Definition. — Perception through touch is the act of gaining knowl- edge of external objects through the sense of touch. Note. — The act implies the faculty. The cause of the sensation is in- ferred and ideated by the imagination as a definite external object in con- tact with the organ. f Subject having o ri ftmnn »o J r> ^a ,»*■• ( Recalling the idea to consciousness. 2. Elements. . . 4 Reproduction } Reconstr - ucting the idea . -o u.: { Identifying the idea as a former possession. ^Recognition . . } Locali / in / m space and fcime< f Not certified to by consciousness. Inferred — If A recalls B, the effect of B remains 3. Retention. . Perception— Sensation, judgment, ideation. t>. uompanson ^ jy[ emory _R e tention, reproduction, recognition. 7. Varieties. rivr „ -j , ., ( Faces, colors, forms, names, words. (-Memory of details.. . j Times ' ? places ; dates ^ nec dotes,f acts. -» ;r o . . n ( Reasons, conditions, causes, theory. L Memory of principles j ArgumentS) demonstrations. f Law — Exercise the memory — make it a business. 8. Cultivation ■{ f Abstract, attend, secure clear ideas. \ Grasp vigorously, take an interest. [ Conditions { Repeat, communicate, observe relations. | Classify, associate, discover reasons. 1 Use mnemonics, review before using. f Momentary displacement. | Voluntary banishment. q FnrnatfuInPssJ Effort required to recall, ■ 9. Forgetrulness^ Presenfc failure to recall> j Repeated failures to recall. [Attempt to recall abandoned. • ( Cyrus, Themistocles, Hannibal, 10. Examples •] Seneca, Scaliger, Pascal, ( Euler, Hamilton, Macaulay. Note. — A great memory, especially of principles, is not inconsistent with great powers of mind in other respects. "Scaliger committed Homer to memory in twenty-one days, and the whole of the Greek poets in three months; and who taking him all in all was the most learned man the world has ever seen. During his life-time he was hailed as the Dictator of the Republic of Letters, and posterity has crowned him as the prince of phil- ologers and critics." QUESTIONS ON MEMORY. 1. Define memory as an act, as a product, as a faculty. • 2. State and characterize the elements in memory. 3. Discuss retention, reproduction, recognition. 4. Compare perception and memory. 5. Explain what is meant by the varieties of memory. 6. State how memory is cultivated. 7. State the degree of forgetfulness. 8. Give the examples mentioned of great memory. Give other examples. 9. Why do certain people in narrating give irrelevant incidents? 10. Does the memory interfere with the higher powers of thought? 70 OUTLINES OF PSYCHOLOGY. XIX. IMAGINATION. 1. Definition f As an act. — Imagination is the construction of mental images. As a product. — Imagination is the image constructed. I [As a faculty. — Imagination is the power to construct mental images. Note. — Imagination is released from the restriction of the presence of objects, as in perception, and from the restriction of correspondence to past realities, as in memory; that is, it has freedom of construction. f Freedom from restriction from facts. 9 PharartprktirJ Picturing power— idea visible to the mind's eye. £.. bnaractensucs-j Modi f ying pow er— form changed at will. [Creating power — new forms created. « Ki nt j s S Representative imagination — in ideation. \ Creative power — new forms created. Position, magnitude, form. f Space \ Direction, distance. Motion, rest. 4. Restrictions. 5. Date, duration. Time -j Past, present, future. Simultaneity, succession. Po^sibTt ^ Elements congruent — a red sphere. 1 l y } Connectives excluded— a square circle. f Consciousness gives elements of internal I p n n iffAr«nt 5 Absolute— No example, ^itterent '" ( Relative-Any two things. ( Congruous — When the elements harmonize. 2. As to congruity j < Contraries-Right angles, acute angles. ^ oonnicuves ^ Contradictories— Being and non-being* A and not-A. . 7 ( Co-ordinate— Sides and angles of a triangle. As to ranfc.. | Subordinate— Sides to the triangle. 1 5. Relation as to Extent. — These relations are as follows; 1. Co-extension— The same ( Equilateral and equiangular triangles. in extent. Thus j ( Subject and predicate of a definition. 2. Subordination— In sub- ( An individual to its species. division, thus A species to its genus. 3. Exclusion — No common extent. Thus horses and lions. 4. Intersection — Parts of the extents common. Thus, men and liars. QUESTIONS ON ELABORATION. 1. Define elaboration as a process. 2. What are the products of elaboration called? 3. Give the different names for the faculty. 4. Classifiy elaboration. 5. What do we do in generalization? What is division? 6. What is conception as an act, as a product? 7. Classify denomination. What is done in nomenclature? In ter- minology? 8. What does a name denote? What does a name connote? 9. Classify property, and illustrate 10. Discuss definition, giving qualities and kinds. Illustrate. 11. Discuss generalization, giving definition, kinds. Illustrate. CLASSIFICATION AND CONCEPTION. 19 12. Discuss division, giving definition, kinds, rules. Illustrate. 13. Discuss the quantity of concepts — comprehensive, extensive. 14. Discuss the relation of content and extent. 15. Discuss the nature of universals — realism, nominalism, conceptu alism . 16. Give the theories as to the natural order of procedure. 17. Give the seven pairs of quality of concepts. 18. Give the relations of content, as to identity, congruity, rank. 19. Give the relations of extent — co-extension, subordination, exclusion,, intersection, and illustrate. « 20. What relation is expressed by each of the following propositions? All S is P, No S is P, Some S is P, Some 8 is not P. 21. Are any of the above propositions ambiguous? Which? 22. Are the following propositions ambiguous? S is co-extensive with P, S is subordinate to P, S is excluded from P y S intersects P. Note.— The relations as to extent may be clearly expressed by circles: Co-extension by a circle with the letters S and P within, representing co- incident circles; subordination by a small circle within a larger, the letter S being in the small circle, and P in the enclosing ring of the large; exclusion by two circles exterior to each other, S in one and P in the others intersection by two intersecting circles, S in one, and P in the other. Draw these circles, and illustrate. 80 OUTLINES OF PSYCHOLOGY. XXII. JUDGMENTS AND PROPOSITIONS. 1 . Definitions. — Judgment and proposition are thus denned: 1. A judgment is the decision that a certain relation exists between two objects t>l thought. Thus, man is a rational being. Note. — A concept involves the judgment that certain attributes belong to every object of a class. It is an implicit judgment. 2. A proposition is the expression of a judgment. It has a subject, a predicate and a copula. Thus, S is P. S is the subject, P the predicate, and is the copula. Note.— Sometimes, for logical purposes, it is necessary to change the form of a proposition. Thus, Trees grow — Trees are things which grow; Birds are beautiful = Birds are beautiful animals. A proposition does not necessarily imply the existence of the subject. Thus, A griffin is half lion and half eagle. The subject and predicate are called terms. A term may be singular, as George; common, as boy; collective, as senate; attributive, as white; ab- stract, as humanity. The modality of a proposition marks the estimate of evidence. Thus, This is certainly the boy who stole the fruit — That this is the boy who stole the fruit is a certainty. 2. Classification of Propositions. — Classification has several points of 1. As to logical ( Comprehensive— In view of content. quantity. ( Extensive— In view of extent. r D • -, • \ Assumptive — Not known by intuition. I ^ rimitlve \ Intuitive— Known by intuition. 2. As to origin, i | -n • f - { Problematic — Not demonstrable, doubtful. ^Derivative j Demonstrative— Capable of demonstration. ,, ( True — When the statement corresponds with the reality. 3. As to truth,.. . j p a i S e— When the statement does not correspond. a \ *r 7-j-i | Valid — When there is sufficient evidence. 4. As to validity -j i nva iid— When there is not sufficient evidence. f Categorical — Without condition, A is B. i 5. As to form ..A , Hypothetical, If A is B, C is D. ^Conditional •] Disjunctive, A is B or C. ( Dilemmatic, If A is B, C is D or E. JUDGMENTS AND PROPOSITIONS. 81 3. Classification of Categorical Propositions. —Quantity and quality are considered. r A -♦ * •* \ Universal— All S is P; No S is P. 1. As to quantity } Part icular-Some 8 is P; Some 8 is not P. 2 As to «+/«7»Ym * Affirmative— All S is P ; Some S is P. A as to gnamt/ j Nega tive— No £ is P; Some S is not P. Symbolizing these propositions, respectively, by A, E, I, O, we have: f Universal j Affirmative (4) All S is P. Categorical j umversai ^Negative {E) No S is P. Propositions -j I Partipular S Affirmative (J) Some £ is P. ^ aiucular ^Negative (O) Some £ is not P. Note. — (A) is true, if S is subordinate to P, or if S is co-extensive with P. (i?) is true, if S is excluded from P. (J) is true, if (A) is true, or if S inter- sects P, or P is subordinate to & (O) is true if (E) is true, or if S intersects P, or P is subordinate to S. For a full discussion of these propositions, see Schuyler's Psychology. 4. Distribution of Terms. — The following points are to be noted: A term is distributed when it is applied to every object of the class. A term is undistributed when it is applied to a part of the class. Thus man is distributed in all men, every man, no man, and undis- tributed in some men. f All universals distribute their subject. Rules I ^ ne gatives distribute their predicate. j No particular distributes its subject. l^No affirmative distributes its predicate. Note. — An individual term is considered distributed and treated as a. universal. It is safe, in general, to treat the predicate of an affirmation as undistrib- uted; but in fact, it is distributed when the predicate is either subordinate to, or co-extensive with the subject. In definitions, the predicate is always distributed. 5. Conversion of Propositions.— The following is the doctrine of con- version: Conversion is the interchange - of subject and predicate. Thus, take the proposition, A is B, then the converse is B is A. The original proposition is the convertend; the result is the converse. Which of the above is the convertend? Which the converse? Conversion is immediate when the original proposition is converted with- out preliminary change of form; mediate when there is a preliminary change of form. 82 OUTLINES OF PSYCHOLOGY. Conversion is simple when the convertend and the converse have the same quantity and quality; by limitation when (A) is converted into (J), and (E) into (O). A term must not be distributed in the converse which is not distributed in the convertend. (A) admits of immediate simple conversion, in case of co-extension. Thus, all triangles are polygons of three sides. All polygons of three sides are triangles. (A) always admits of immediate conversion by limitation. Thus, all S is P, some P is S. True in subordination or co-extension. (E) always admits of immediate simple conversion. Thus, no S is P, no P is S. (E) always admits of simple conversion by limitation. Thus, no S is P, some P is not S. (I) always admits of immediate simple conversion. Thus, some S is P, some P is S. (O) always admits of mediate simple conversion. Thus, some S is not P = some S is non-P, some non-P is S. (O) admits of immediate simple conversion, unless P is subordinate to S. (A) can be changed to (E), and the result converted simply or by limitation. Thus, all S is P = no S is non-P, no non-P is S, some non-P is not S. {E) can be changed to (A) and the result converted by limitation. Thus, no S is P = all S is non-P, some non-P is S. 6. Classification of Hypothetical Propositions. — There are five groups: (It A is B, A is C. (It A is B,C is A. J If A is B, A is not C. 9 J If A is B, C is not A. x - ] If A is not P, .4 is C. ] If ^L is not B, C is A. [if ^4. is not B, A is not C. I If A is not P, C is not A. fit A is B, B is C. fit A is P, C is B. If ^1 is P, B is not C. 4 J If A is P, C is not P. "" A is not P, P is C. ] If A is not P, C is P. A is not P, P is not C. I If A is not P, C is not P. in •iif Lif If A is B,C is D. f The first is true if P is C- If A is B,C is not P. -vr-i.. J Illustrate by circles. If A is not P, C is D. } Tell when the others are true. [If A is not P, C is not D. ^ Illustrate by circles. 1 . Classification of Disjunctive Propositions.— The following is the classifi- cation: rTT 1 ( This electricity is vitreous or positive, unexciusi/e j Augustme was a sa i nt or a philosopher. Disjunctives i ^ In the copula- s either is or is Dot P< ^ Exclusive • • / Tn ih( , fftrrnR \ In the subject, R or 5 is P. I in the terms J In the predicate? s is /> or ( Q. JUDGMENTS AND PROPOSITIONS. 83 Note. — The last proposition is known a priori, if P and Q are contradic- tories. Thus, we know, at once, that any angle is right or oblique, but we do not know that it is right or acute, unless we have excluded the case obtuse. Dilemmatic propositions are formed by combining hypothetical proposi- tions with disjunctives. Illustrate. QUESTIONS ON JUDGMENTS AND PROPOSITIONS. 1. Define a judgment. What is the relation of a concept to a judgment? 2. Define a proposition. What are the elements of a proposition? 3. What are the terms of a proposition? State the kind of terms. 4. Classify propositions as to logical quantity, as to origin, as to truth, as to validity, as to form. 5. Classify categorical propositions, as to quantity, as to quality. 6. Divide categorical propositions as to quantity, and subdivide as to quality. 7. When is (A) true? When is (E) true? When is (I) true? When is (O) true? 8. Illustrate the answers to the 7th question by circles. 9. Discuss distribution of terms, giving the definitions, rules and note. 10. Discuss conversion, giving definitions, and showing how (A) is con- verted; how {E) is converted; how (I) is converted; how (O) is converted. 11. Classify the hypothetical propositions, showing when each is true. 12. Classify and discuss disjunctive propositions. 13. How are dilemmatic propositions formed? Illustrate. 84 OUTLINES OF PSYCHOLOGY. H XXIII. DEDUCTIVE REASONING. Immediate Inferences— Inferences without a middle term: ((A) S ¥ ^ is true ' ( J ) is true > and ( E ) and (O) are false. w \ If (A) is false, (O) is true. (E) \ I f ( E ) is true ' (°) ie true » and M and '(/) are false. W J If (J£) is false, (J) is true. /j^ ( If (I) is true, (J£) is false. ) If (I) is false, (4) is false, and (E) and (O) are true. 1(0) If (O) is true, (A) is false. If (O) is false, (E) is false, and (A) and (7) are true. 2. From conversion.— Each proposition, (A), (E), (I), (O), at once, yields its converse. 3. From modality.— Necessity implies actuality; actuality, probability- probability, possibility. 4. From composition.— A is in C, B is in C • .■. A and £ are in C. 5. From division.— Angles are acute, right or obtuse; .-. Acute angles are neither right nor obtuse. 6. By privitives.—A]\ S is P; .: No S is non-P. 7. By determinants.— An Indian is a man; .-. A happy Indian is a happy man. Note.— Beware of the 7th. Thus, Americans are human beings; .-. The majority of Americans is a majority of human beings. 2. Mediate Deductions.— Deductions through a middle term: The relation of two terms is often deducible from their separate relation to a third term, called the middle term. Reasoning is indirect comparison. An argument in regular form is a syllogism. ( All responsible agents are free agents. ( All HI is P. Thus j Man is a responsible agent. Also ] All S is M. ( .'. Man is a free agent. ( .•, All S is P. P is the major term, S the minor, and M the middle. The predicate of the conclusion is always called the major term, and the subject the minor. The medium of comparison is the middle term. The major and minor terms are called the extremes. The major premise is the premise containing the major term; and the minor premise is the one containing the minor term. DEDUCTIVE REASONING. 85 Note.— Mill says that the syllogism begs the question, since the major is not known to be true, unless the conclusion is known to be true. ( All men are mortal. ( All men are mortal. Thus ] John Jones is a man. or < Gabriel is a man. ( .-. John Jones is mortal. ( .*. Gabriel is mortal. Now Mill says: "If you do not know that John Jones is mortal, you would not know that all men are mortal." This looks plausible; but we would assert that all men are mortal, if we did not know of the existence of John Jones. Take the second argument, and suppose we were in doubt whether Gabriel is a man or the angel, we would still assert that all men are mortal; then suppose we discover that the Gabriel referred to is a man, we could logically draw the conclusion, Gabriel is mortal. ( All on board a certain vessel at a certain time were drowned. Again j John Jones was on board that vessel at that time. ( /. John Jones was drowned. We might know the truth of the major premise without knowing the truth of the conclusion. Afterward, learning the truth of the minor, we could logically draw the conclusion, and thus gain new knowledge. It is a shame for a logician to say that the syllogism begs the question. 3. Principles.— To prove (A), (P), (/), (O). 1. The conclusion (A) is warranted, if all M is P and all S is M. i All If is P. ( If the relation in either premise is that of Thus < All S is ikf. Note \ subordination, so it will be in the conclusion. ( .'. All S is P. ( Each may be a case of co-extension. 2. The conclusion (E) is warranted, if all of either extreme is contained in the middle, and all of the other extreme is excluded from the middle. (AllPisJf. " (NoPisM. Thus ] No 8 is M. or ] All 8 is M. (.-. No S is P. (.-. No Sis P. 3. The conclusion (J) is warranted, if all the middle is contained in both extremes, or if all of the middle is contained in either extreme and a part of the middle in the other — the same thing must be in both extremes. (AllilfisP (AllitfisP. ■ (Some If is P. Thus ] All M is S. or ] Some M is S. or ] All M is S. ( .-. Some S is P. ( /. Some S is P. ( -.-.. Some S is P. ( Some M is P. Is the following valid? ] Some M is S. Why not? ( .*. Some S is P. (One-half of M is P. What of the following? ] Three-fourths of M is S. (.: Some Sis P. 86 OUTLINES OF PSYCHOLOGY. 4. The conclusion (O) is warranted, if all the major is excluded from th6 middle, and some of the minor is contained in the middle; or if all the major is contained in the middle, and some of the minor is excluded from the middle; or if all the middle is contained in the minor, and some of the middle is excluded from the major. ( No M is P. ( All P is M ( Some M is not P. Thus ] Some S is M. or ] Some £ is not M. or ] All M is S. { .'. Some S is not P. ( .-. Some S is not P. ( .-. Some S is not P. Fallacies. — Any violation of the above principles is a fallacy. The fol- lowing are the formal fallacies, as usually given: 1. Undistributed middle. — When the middle is distributed in neither premise. Illustrate this and each of the following, by circles. 2. Illicit process. — When either term is distributed in the conclusion and not in a premise. 3. Particular premises. — Particular premises involve the undistributed middle or an illicit process. 4. Negative premises. — Negative premises warrant no conclusion. 5. Universal conclusion and one particular premise. — This involves either the undistributed middle or an illicit process. 6. An affirmative conclusion and one negative premise. — This always involves a fallacy. 7. A negative conclusion from affirmative piremises — Always a fallacy. 8. Ambiguous middle. — An ambiguous middle involves a fallacy. 5. Rules for Guarding against Fallacy. — These rules are the following: 1. Every syllogism must have three terms, and only three — the major, the minor, and the middle, and these terms must not be ambiguous. 2. Every syllogism must have three, and only three propositions — two premises, the major and the minor, and the conclusion. These propositions must not be ambiguous. 3. The middle term must be distributed at least in one of the premises. 4. A term must not be distributed in the conclusion which is not dis- tributed in a premise. 5. If both premises are affirmative, the conclusion is affirmative. 6. If one premise is affirmative and the other negative the conclusion is negative. 7. If both premises are negative, there is no conclusion. 8. If the conclusion is universal, both premises must be universal. 9. If one premise is universal and the other particular, the conclusion is particular, 10. If both premises are particular, there is no conclusion. 6. General Laws.— There being no formal fallacy, these laws are: 1. The truth of the premises involves the truth of the conclusion. 2. The falsity of the conclusion involves the falsity of one of the premises. DEDUCTIVE REASONING. 87 3. The falsity of a premise does not involve the falsity of the conclusion. It only shows that it is not proved. 4. The truth of the conclusion does not involve the truth of the premises. ( Every month has thirty days. Illustration j April is a month. ( .*. April has thirty days. QUESTIONS ON DEDUCTIVE REASONING. 1. What is an immediate inference? 2. Draw the immediate inferences from (A), (E)> (7), (O). 3. Give the inference from conversion, from modality, from composition, from division, by privatives, by determinants. 4. What is mediate deduction? What is the nature of reasoning? 5. Give a syllogism ; point out the major term, the minor, the middle; which is the major premise? the minor? Is the middle term in the con- clusion? 6. Vindicate the syllogism against the charge of begging the question. 7. State the principles to prove (A), (E), (I), (O). Illustrate. 8. State and discuss the formal fallacies. 9. Give the rules for guarding against fallacy, 10. Give the general laws of the syllogism. 88- OUTLINES OF PSYCHOLOGY. XXIV. MOOD AND FIGURE. 1. Definition of Mood. -The mood of a syllogism is the designation of each of its propositions, taken in order, by the appropriate letter, A, E, J or O. ( No M is P. Thus, EAE is the mood of ] All S is M. ( .'. No S is P. 2. Possible Moods.— Any one of the four propositions, A, E, I, O, may be the major premise, each having A, E, T or O for the minor, making six- teen pairs of premises, each pair having A, E, I or O for the conclusion, giving, in all, sixty-four possible moods. Form them. 3. Valid Moods.— Of these sixty-four moods, all except eleven involve some fallacy, or violate some rule. Show this. The valid" moods are: AAA, A AT, AEE, AEO, All, AOO, EAE, EAO, EIO, IAI, OAO. If the conclusion is A, each -premise must b© A. If the conclusion is E, one premise must be A and the other E. If the conclusion is 7, both prem- ises must be affirmative, and one, at least, A. If the conclusion is O, one premise must be affirmative, and one negative, and one, at least universal. 4. Definition of Figure. -The figure of a syllogism is the position of the middle term with respect to the extremas in the premises. There are four figures: M is P. ( P is M . ( M is P. ( P is M. S is M. 2d Fig. ] S is M. 3d Fig: ] M is S. 4th Fig. ] M is 5\ $ is P. ( S is P. ( S is P. ( 6- is P. 1st Fig. In the first figure, the middle term is the subject of the major premise and the predicate of the minor; in the second, it is the predicate of both; in the third, the subject of both; in the fourth, jthe predicate of the major and the subject of the minor. 5. Fig. I.— Valid Moods \ Affirmative, AAA, AAl All. 3 /Negative, EAE, EAO, EIO. Discarding AAI and EAO, though valid, as weak forms involved in AAA, and EAE, respectively, we have: MOOD AND FIGURE. 89 6. Doctrine of Fig. I.— The middle term is the subject of the major premise and the predicate of the minor. The major premise is universal and the minor affirmative- The conclusion agrees in quality with the major premise, and in quantity with the minor. All forms of conclusion, A, E, I, O, are admissible in Fig. I. Write the syllogism of Fig. I, observ- ing the moods and figure, and illustrate by circles. -i r;„ ii \i~ua M nn A* \ Universal, EAE, AEE. 7. F.g. II— Valid Moods. j Particular5 EAO \ AEOj eio ^ AO o. Discarding EAO and AEO as involved in EAE and AEE, we have: 8. Doctrine of Fig. IS. — The middle term is the predicate of both premises. One premise is affirmative and the other negative. The major premise is universal. The conclusion is negative and agrees in quantity with the minor premise. Write the syllogisms of this figure, and illustrate by circles. o c;„ in v„i;«4 tM nn Ac \ Affirmative, AAl, IAl, All. 9. F,g. HI -Valid Moods ) Negative> EA0% 0A0} EI0 . 10. Doctrine of Fig. Ill,— The middle term is the subject of both prem- ises. One premise is universal, and the minor is affirmative. The con- clusion is particular and agrees in quality with the minor premise. Write the arguments. Illustrate by circles. ii c-.~ iv \i~r.A m^^j- \ Affirmative, AAI, IAI, 11. Fig. IV— Valid MOOdS \ AT «.■ ,, tt,A ^n-i n -in nrn 3 } Negative, AEE, AEO, OAO, EIO. Discarding AEO as involved in AEE, we have: 12. Doctrine of Fig. IV. — The middle term is the predicate of the major premise and the subject of the minor. Either the major premise must be negative, or the minor universal. If the conclusive is affirmative, both premises must be affirmative, the minor universal, the major universal or particular, and the conclusion particular. If the conclusion is negative, the major premise must be universal, and if affirmative, the minor must be a universal negative, and the conclusion universal; but if the major is neg- ative, the minor must be affirmative, universal or particular, and the con- clusion particular. Write the syllogisms. Illustrate by circles. 13. Exercises.— Draw the conclusions from the following premises, and state the figure and mood of each syllogism. -. ( All mammalia are vertebrates. \ Some amphibious animals are mammalia. 2 { No planets are self-luminous. ( All planets are heavenly bodies. 90 OUTLINES OF PSYCHOLOGY. o \ No fish suckles its young. ' I The whale suckles its young. a { Ruminants are not predacious. * ( The lion is predacious. Supply premises which prove the following conclusions, and state th< figure and mood of the syllogism. 1. No vicious conduct is heroic. 2. No wicked man is happy. 3. Some worthy of admiration are not philosophers. 4. Some who are admired are dreaded. QUESTIONS ON MOOD AND FIGURE. 1. Define the mood of a syllogism, and illustrate. 2. Write out all the possible moods. Which are invalid and why? 3. Write the valid moods. What is the number of valid moods? 4. Define the figure of a syllogism. Write the four figures. 5. Write the valid moods of figure I. State the doctrine. 6. Write the syllogisms of figure I, and illustrate by circles. 7. Write the valid moods of figure II. State the doctrine. 8. Write the syllogisms of figure II, and illustrate by circles. 9. Write the valid moods of figure III. State the doctrine. 10. Write the syllogisms of figure III, and illustrate by circles. 11. Write the valid moods of figure IV. State the doctrine. 12. Write the syllogisms of figure IV, and illustrate by circles. XXV. MISCELLANEOUS SYLLOGISMS. 1 . Compound Syllogisms. — There are three varitiee: ( All B is A. 1. Prosyllogism < All C is B. Note S ^ e conc l us i° n °* the first ( .'. C is A. ) / is a premise of the second. All D is C. f Episyllogism. .'. All D is A ) 2. Epichirema.— The reasons for the premises are given in connection with them. mi ( ^4 is B, for J. is C and C ie B. > ~ . „ ThuB I D is ^, for D is E and J? is A \ " D 1S ^ 3. Sorites or chain syllogism. — There are three forms: fAll^isJ?. fAll^isi?. . Aff J All B is G. N 1 All B is C. N \ Eacn predicate i. An.i An Q ig ^ i\eg. is C. ^^'I All Z> is C. iNOTE | becomes predicate. All C is 5. ^ J All C is B. Mrvrc , 5 Each subject [.-. All Z) is A l.'.NoDiaA. f All ^ is J3. fAU^isJS. j All B is G. | All B is C. 3 Nes J No C iB ^ Nes J AU C is R Note J The tw0 forms 6. JNeg.«j An ^ is D INeg. | All F is E. | All F is E. {.'.NoAisF. I/. No A isF. 2. Conditional Syllogisms.— There are three varieties: 1. Hypothetical syllogism.— These are constructive and destructive. (It A has the fever, he is sick. ( If A has the fever, he is sick- (1) J But A has the fever. (2) < But A is not sick. ( .'. A is sick. (.'.A has not the fever. Prineivles \ Affirming the condition affirms the consequent. ■P \ Denying the consequent denies the condition. (91 ) "92 OUTLINES OF PSYCHOLOGY. 2. Disjunctive Syllogism—There may be two alternatives or more than two: ( A is B or C. ( A is B or C. ( Affirming denies. (1) ] But A is B. (2) ] But A is not B. Note ] If B and C conflict. ( .-. A is not C. ( ••. A is C. ( Denying affirms. 4 is either B, C, D or E. ( ^ is either B, C, D or E. But 4 is J5. f ] But ^ is neither £, C nor D. .•. ^4 is neither C, D nor £". | ( .\ A is 2£. (2)rj • A is either B, C, D or E. \ (A is either £, C, D or £. But yl is either B cr C [_ ] But A is neither B or C. .-. A is neither D nor E. ( .-. 4 is either D or J£. XT ( Affirming a part denies the rest in case of conflictives. ij \ Denying a part affirms the rest determinately or indeterminately. 3. Dilemmatic Syllog ism.— There are several varieties: 1. Simple ( If A is B, X is Y. ) ( A is B, or ) Constructive ] It C is D, X is Y. i But } is D, or [■ .-. X is F. ( If E is .F, X is Y. ) ( JB is F. ) 2. Simple ( If ^ is B, C isD.) ( is not D, or ) Destructive -J If ^4 is /i, # is F. [ But J # is not F, or £ .\ A is not £. ( If A is S, G\sH.) ( G is not #. 3. Complex (li A is B,G is H.) ( A is B, or ) ( G is if, or Constructive \l£ C is D, J is K. [But ] C is A or £ .-. 3 J is #, or If EisF, LisM. ) (EisF. ) I L is M. 4. Complex ( If A is £, G is H. ) f G is not if, or } ( A is not 7i, or Destructive ]ll C is D, J is K. I But •] b is false because involving an absurdity; likewise that a_ l 1 8 is excluded from P. 1. Definite propostions ^ 8 ^ p Read^ & ig subordinate to P IS(I) P IS intersects P. 2. Laivs.— .The laws warranting the conclusions, (C), (E), (S), (I), are the following: (1). Co-extension is warranted, if each extreme is co-extensive with the middle. (P(C)M. Thus \ 8 (C) M. Illustration: A circle with M, 8, P within. (.\S{C)P. (2). Exclusion is warranted, if one extreme is subordinate to or co-ex- tensive with the middle, and the other extreme is excluded from the middle. (P{S)M. (P(C)M. (P(E)M. (P(E)M. Thus ] S (E) M. ]S(E)M. \ S {S) M. ] S (C) M. ( .'. 8 {E) P. ( .'. S (E) P. ( .-. 8 (E) P. ( .-. 8 (E)P. (3). Subordination is warranted, if the middle is subordinate to the major, and the minor is subordinate to or co-extensive with the middle, or if r the middle is co-extensive with the major, and the minor is subordinate to the middle. (M(S)P. (M(S)P. (M(C)P. Thus ] 8 (S) M. \8{G)M. ) S (S) M. ( .•. 8 {S) P. ( /. 8 (S) P. ( .'. 8 (8} P. (4). Intersection is warranted, if the middle is co-extensive with one extreme and intersects the other. (M(C)P. {M[I)P. Thus] 8{1)M. ] S(C)M. (.:8(I)P. L:8 (I) P. QUESTIONS ON MISCELLANEOUS SYLLOGISMS. 1. Give the prosyllogism and the episyllogism. 2. Give the epichirema, illustrate by a concrete example. . 94 OUTLINES ON PSYCHOLOGY. 3. Give the first form of the sorites, affirmative and negative. 4 . Give the second form of the sorites, affirmative and negative. 5. Give the third form of the sorites— two examples. 6. Give the hypothetical syllogism, constructive and destructive. 7. Give all the forms of the disjunctive syllogism, and the principles. 8. Give the four forms of the dilemma, and name each class. 9. Give the principles of the reductio ad absurdum, and application. 10. How many relations exist between two things in extension? What? 11. Give the notation, write the propositions and read them. 12. Give the law warranting the conclusion (C), also the syllogism. 13. Give the law warranting the conclusion (E), also the syllogisms. 14. Give the law warranting the conclusion (S), also the syllogisms. 15. Give the law warranting the conclusion (I), also the syllogisms. XXVI. INDUCTION. 1 . Definition. — Induction is the process of inferring general propositions from particular cases. It includes, therefore, both the discovery of the particular instances and the inference of the general propositions. 2. Subsidiaries. — The subsidiaries of induction are the following: 1. Experience— the accumulated knowledge of the past, personal and foreign. 2. Observation — the direction of the attention to external facts, as in perception, or to internal facts, as in consciousness. 3. Experiment — the act of placing the facts in circumstances favorable for observation, by means of instruments or apparatus, by which we vary the conditions of the phenomena. In pure observation, we find our in- stances; in experiment, we make them. Trial is simple experiment. 4. Hypothesis— a supposition to account for certain phenomena. It is useful in setting apart the phenomena to be explained; in affording a prob- able explanation, though unverifiable, or which may afterwards be verified or refuted, or which may lead to another that may be verified. It should be, at least, possibly true, and capable of accounting for all the phenomena, without exception. 5. Analogy — the likeness of relations, or the resemblance of two things in certain respects, from which we infer that an additional fact known of one is probably true of the other. (A has the attributes p, q, r and s. Thus j L has the attributes p, q, r. ( .*. L probably has the attribute s. • This is analogical reasoning. It can be refuted, if it can be shown that conditions indispensable to s are found with A but not with L, or that attributes or circumstances of L prevent s. 6. Classification and denomination are also subsidiaries of induction, but these have been sufficiently treated in Section XXI. 3. Classification. — Induction may be classified as follows: C Mathematical — demonstrative. Induction t nmpol S Perfect — demonstrative, logical j i mper fect— probable. 2. Mathematical induction is the method of proving a general propo- sition by the fact, found by trial, that it holds true for several of the first (95) 96 OUTLINES OP PSYCHOLOGY. cases, and by the principle, proved by reasouing, that if it holds true for any case, it holds true for the next. To illustrate, we shall prove, by mathematical induction, the proposition : The difference of the same powers of tvjo quantities is divisible by the differ- ence of the quantities. By actual trial, we find that (a-&)-r(a-6)=l; (a*-b*) + {a-b) = a-\-b; (a^-fa) +(a—b)=a*+ab+b*. This gives the required fact. To prove the principle, we shall divide qu-\-1 — l)n-{-l by a - b, as follows. a n+l - frn+1 a n+l ~a n b a-b a n =the quotient. a n b - b n +! = b (a n - l) n ) = the remainder. Now, if a n — b n , which is a factor of the remainder, is divisible by a — 6, the whole remainder, and consequently the dividend, is divisible by a — 6; that is, if the difference of any powers of the same degree is divisible by the difference of the quantities, the difference between the powers one degree higher is divisible by the difference of the quantities. This is the principle required. Now it has been found by trial that the difference of the powers of th& same degree, up to the third power, is divisible by the difference of the quantities; hence, by the principle, proved by reasoning, the difference of the fourth powers is divisible by the difference of the quantities, and if the difference of the fourth, then the difference of the fifth, and so on, to any degree. 2. Perfect induction examines all the cases, and proves them in detail; hence the general proposition is trne. This is applicable only when the number of cases is limited, as in the following example: ( A has the property P, so has B and C and D. Thus ] But A, B, C, I), are the whole of the class E. ( .-. All of the class E have P. 3. Probable induction is the process of inferring the probability of a general proposition from an examination of some of the particular instances. Suppose we have the class, A, B, C, D, E, . . , L, M, JV, . . . X, F, Z, and that we have examined A, and found that it contains the obvious attributes, p, q, r, also the more concealed attribute s. Now we examined, and find that it contains p, q, r. Then we reason, by pure analogy, A has p, g, r and s. Thus-] L hasp, q, r. L probably has s. INDUCTION. 97 We next examine B, and find that B contains p, q, r, also s. This strengthens the conclusion that L has s. We now begin to pass from anal- ogy to induction, not on the side of the conclusion, but on the side of the evidence. In like manner, we examine C and D and E, and so on up to and including K, and find that each has, not only p, g, r, but also s. All the time, the evidence is strengthening that L has s. Let us now take M, another individual of the class, differing in no essen- tial respect from L, then the probability that M has s is the same as that L has s. The same is true for N, and so on, for each of the remaining objects of the class. The probability that each has s is the same as the probability that L has s; hence we infer that all the objects of the class have s. We have now passed from analogy to induction, not only on the side of the evidence, but also on the side of the conclusion. It should be observed, however, that the probability that all the individ- uals of the class have s is not equal to the probability that any one of them, as L, has s, though at first thought this will be believed to be true. For since there is a chance of failure in each case, there is a greater chance of failure when all are taken, than when only one is taken. Let — = the probability that L has s, also that M has s, and so on. Then the probability that L and M have s is (— y ; the probability that L, M and N have s is (— ) . Let n be the number of the individuals L, M, N. . . . X, Y, Z, then the probability that all have s is (— ) n . If now, on careful examination, it is found that L has s, L is transferred from the extent of inference to that of the evidence, thus increasing — , and diminishing n, and so on, for each case examined, and found to have s. The increase of — and the decrease of n, both conspire to increase (— ) n . Suppose we have gone on, in like manner, through the class, finding that each individual has s, till we reach Z, which also is found to have s, then — = h and n — 0. y . Then \J^ n — \° — \ — the certainty or" perfect induction, which is, there- fore, the limiting case of probable induction. 4. Ground. — Analogy and Induction have for their common ground: The principle — Like conditions have like consequents. Take two cases in which the conditions are essentially alike; then whatever conditions deter- mine the consequent in one case, exist to determine it in the other, and the same result will follow. Induction approaches certainty in proportion as the cases approach iden- tity as to essential conditions. yb OUTLINES OF PSYCHOLOGY. The mathematician thus proves the proposition: The square of the hypot- enuse of a right triangle i» equivalent to the sum of the squares of the other two sides. He constructs a right triangle, and describes squares on each of the three sides, and then proves, for that particular figure, that the square of the hypotenuse is equivalent to the sum of the squares of the other sides. He at once infers the general proposition, that the same is true of every other right triangle, of which there is an infinite number, varying in size from those too small to be seen by the naked eye to those millions of miles in extent, varying also infinitely in the relative proportions of the sides. Now, here seems to be the widest possible deduction from a single case. But observe that the demonstration does not depend on the size of the triangle, nor on the relative length of the sides, but solely on the fact that the triangle is right angled, and hence holds true for all right triangles. In chemistry, a very few experiments warrant a wide induction, for like conditions are readily found; but this is not the case in natural history, where the inductions are notoriously uncertain, as in the color of domestic animals. QUESTIONS ON INDUCTION. 1. Define induction. What does it include? 2. State and describe the subsidiaries of induction— experience, obser- vation, experiment, hypothesis and analogy. 3. Classify induction. Which are demonstrative? Which is probable? 4. Discuss mathematical induction, and illustrate by employing it in proving a theorem. 5. Define perfect induction, and illustrate. 6. Define probable induction, and illustrate by v the case in the text, which discuss in full. 7. State the principle called the ground of induction. 8. Why do you regard this principle true? 9. When does induction approach certainty? 10. When does it reach certainty? Illustrate by the square of the hypotenuse. 11. What of the probability of the inductions in Chemistry? 12. What of the probability of the inductions in Natural History? XXVII. FEELINGS. 1. Definition, — Feelings are agitations of the soul. They imply the sensibility, or the susceptibility of feeling. 2. Accompaniments, — These are, in general, pleasure or pain. 1. Pleasure is the agreeable feeling which accompanies normal activity or passivity. It is involved in the energy, due in degree and duration, of one or more of our active powers, or the excitement of our passive suscepti- bilities. The pleasure is the most complex and agreeable when the greatest num- ber of powers or susceptibilities are involved, and when the energy or excitement is neither excessive or defective. The most intense pleasures are short-lived. The soul returns, with satis- faction, to the less intense, but more prolonged enjoyments. 2. Pain is the disagreeable feeling which accompanies abnormal activity or passivity. It is involved in the energy, undue in degree or duration, or irregular in action, of one or more of our active powers, or the excitement of our passive susceptibilities. Injury or lesion of the organism causes irregular action and is attended by acute pain. The soul sympathizes and suffers with the body. As our views enlarge and embraoe the future, our conceptions of pleas- ure and pain naturally lead to those of happiness and misery, which are more abiding. 3. Classification. — For classification of feelings, see page 5, on which the psychical phenomena are classified at one view. 4. Physical Feelings. — These are sensations, instincts, appetites. 1. Sensations as conditions of perception have been treated in Section VII. 2. Instincts are blind impulses to action prompted by organic conditions. They are blind tendencies of the individual, though implanted by the fore- thought of the Creator to accomplish designed ends. The instincts may be reduced to three classes: (1) Those relating to subsistence, as in procuring and storing food. (2) Those relating to the propagation of the species, as pairing, building "nests, and caring for the young. (3) Those of a more general nature, as hibernation and migration. Instincts have the following characteristics: (1) Through organic conditions they prompt to those actions whose end, though not foreseen by the individual, is his own well-being or that of the race to which he belongs. (99) 100 OUTLINES OF PSYCHOLOGY. (2) Instinctive actions are performed by individuals of the same species in essentially the same way, without the guide of experience. (3) In certain cases, instincts act periodically. Old birds care for their young till they are fully fledged, then leave them to care for themselves. (4) Instincts are not rigidly fixed, but within certain limits are plastic, thus enabling the individual to adapt itself to its environment. The conditions for the manifestation of instinct are stimuli, external or internal. Birds of passage, incited by the increasing cold of autumn, migrate to warmer climes. A hen from internal impulse sits on her eggs. Examples of instinct are found in the spider, the bee, the ant, the beaver, in hibernating animals and migratory birds. All organic beings have more or less instinct. In man, instinct is overshadowed by the higher powers of thought. Animals and man are thus contrasted: (1) The lower animals in caring for their young are concerned alone with their physical wants, and with these only till they are able to care for themselves. In man, the solicitude of parents for their children extends to their intellectual, moral and spiritual welfare, and continues unabated through life. (2) The thinking of animals is from particulars to particulars, while man generalizes his knowledge into concepts, and proves general propositions. (3) The language of animals is purely the instinctive one prompted by nature, while man has developed an artificial language, spoken and written, admirably adapted to meet his present requirements, and to provide for unlimited advancement. (4) As to knowledge, animals are stationary, except within narrow limits in the training they receive from domestication, while man is progressive without limit. (5) Animals are destitute of moral and religious faculties which are the crowning glory of man. 3. Appetites are the cravings of the recurring wants of animal life. They seek immediate gratification, while instincts have an ulterior end. Appetite prompts the spider to eat his prey; instinct to spin his web. Appetites are physical as to their origin, conditions and immediate ends. They are periodical in their manifestations. As cravings, they involve dis- comfort, and their gratification is attended with pleasure. Beside the end of immediate gratification, they involve the more permanent well-being of the individual. Excessive indulgence of appetite, makes the sluggard, the glutton, the drunkard, the debauchee. Diseased or perverted appetite can be overcome by persistent endeavor, thus bringing the force of habit on the right side. 2. Vital Feelings. — These feelings are grouped in three pairs: 1. Rest and fatigue. — The feeling of rest is a consequence of ceasing, for a time, from labor, and indulging in repose. After rest there is an in- centive to activity. Action, if not excessive, is a source of enjoyment; but FEELINGS. 101 continued action brings on a sense of fatigue, if prolonged beyond the period when the vitality accumulated in rest is exhausted, so that demands are made on the reserve forces of the system. 2. Vigor and languor.— These feelings are analogous to rest and fatigue, but are of longer duration and depend on more permanent conditions. A man's general condition, for a prolonged period, may be characterized as vigorous, yet he may experience, in this period many alternations of rest and fatigue. Vigor is the predominance of vitality over decay. Languor is a relaxed condition tending to decay. 3. Health and sickness.— Health is the felicitous performance of vital functions. Sickness is the abnormal condition of disease. Each disease has its own symptoms and its peculiar feelings, which can be realized only by experience. The symptoms of disease and the accom- panying feelings are described in works on pathology. The peculiarity of temperament, whether sanguine, lymphatic, bilious, nervous, or their combinations, more or less modify our feelings. 3. Psychical Feelings. — There are three classes: 1. Emotions are agitations of the sensibility purely psychical. They may be preceded by physical conditions or followed by physical effects. There are various classes of emotions, as follows: (1) Emotions arising from general conditions fall in pairs: Cheerfulness, dejection; content, discontent; gladness, depression; joy, sorrow; rapture, melancholy; self -satisfaction, self-dissatisfaction; self-com- placency, self-displacency ; self -congratulation, self-reproach ; self-sufficiency, self-depreciation. (2) Aesthetic emotions have reference to the sentiment of taste and the different forms of the beautiful. These feelings find play in novelty, associ- ation, fashion, habit and custom; in wit, humor, ridicule, the comic, the ridiculous; in unity and variety; harmony, grace of attitude or movement; in resemblance or contrast; in regularity, proportion, symmetry, variety; in beauty, grandeur, sublimity; in society, nature, literature, art. (3) Ethical emotions relate to conduct as right or wrong, involving a sense of obligation to do the right and to avoid the wrong; a sense of re- sponsibility or accountability in facing the consequences of conduct; a sense of recompense for right actions, in the approval of conscience, of good men and of God; for wrong actions, in the disapproval of conscience, of good men and of God. It is a terrible calamity to become morally debased, but the highest happiness to acquire moral integrity. 2. Affections are emotions with a current directed outward and termin. ating on some object. They are benevolent or malevolent. Love and hat- red are strong types of these affections: (A) The benevolent affections are of several varieties: 102 OUTLINES OF PSYCHOLOGY. (1) Sympathy is fellow feeling. It rejoices with those that rejoice, and grieves with those in distress. It is the opposite of coldness and hard- heartedness. (2) Pity is sympathy excited by suffering. It has an air of superiority and condescension about it that is not pleasant to a high-minded sufferer. It is also inclined to waste itself in words. (3) Compassion is sympathy for misfortune which prompts to an effort for relief. The priest and the Levite, no doubt, felt pity for the man who fell among thieves, yet they passed by on the other side; but the good Samaritan had compassion on him, dressed his wounds, put him on his own beast, took him to an inn, and paid for his care. (I) Mercy is compassion extended to fallen enemies, or to those exposed to suffering for demerit, by one who has the means of vengeance, or the power to remit or mitigate the penalty. (5) Gratitude is the feeling experienced towards a benefactor. (6) Thankfulness is a sense of kindness received, and a willingness to acknowledge it in words. Thankfulness may exist in form when gratitude is not felt. The sentiment of mankind approves of thankfulness, but de- mands gratitude. Unthankfulness is a breach of etiquette. Ingratitude is a moral baseness. (7) Esteem is the regard we feel for another in view of excellencies. (8) Friendship is the mutual attachment of two persons, exclusive of kinship or love. It is sometimes very strong, as in David and Jonathan, Pythias and Damon. (9) Self-love is that form of love in which the subject and object are identical. Due self-love, or self-respect guards our character from what- ever is debasing. Undue self-love is selfishness. It seeks gratification re- gardless of others. It has several forms: Egotism seeks to make one's self conspicuous, and obtrudes the great I whenever it finds an opportunity. Haughtiness looks down with contempt on those regarded as inferior. Pride exalts self and glories in its own achievements. Selfish ambition seeks for power and distinction regardless of the means. (10) Conjugal love is that attachment which ought to exist between hus- band and wife. It is the strongest human affection. Why is it so often broken? (II) Parental and filial love exists between parents and children— Paren- tal exhibited by parents; filial by children. Parental love is paternal or maternal, as felt by the father or mother. Fraternal love exists between brothers and sisters. These family affec- tions exhibit divine wisdom in their constitution, and work for the good of mankind. FEELINGS. 103 (13) Philanthropy is the love of mankind. It is a broad and generous sentiment, neither bounded by state lines, nor restricted by language or race. It makes a Howard or a Wilberforce. (14) Patriotism is love of country. It is an honorable sentiment. Though inferior to philanthropy in breadth, it is superior to it in depth. (15) The Idve of home is kindred to that of patriotism, but more intense. Nostalgia is home sickness. It is felt most severely by the uncultivated. (16) Piety is love for God. It is a complex sentiment involving reverence, adoration, gratitude, trust, obedience. It stimulates every noble sentiment. (B) The malevolent affections have several varieties: (1) Dislike is the repugnance felt towards a disagreeable object. (2) Antipathy is a strong dislike. In certain cases it is, perhaps, heredi- tary or constitutional. In this form, it exists between certain animals, or between certain races of men. (3) Contempt is the feeling of dislike towards those regarded base. ' It is not inconsistent with the hope that the obloquy cast upon its object may cause reformation. (I) Scorn leads to the rejection of something proffered as unworthy of acceptance. Contempt implies that something is not good in itself; scorn that it is not good enough for us. (5) Disdain is the feeling entertained towards those despised as unworthy of consideration. (6) Haughtiness is the effect of pride, and leads to the feeling of disdain. (7) Arrogance is a compound of pride and vanity. The pride of an arro- gant man would load to disdain, if his vanity did not covet praise. (8) Envy is the resentment felt at the success or superiority of others. The true remedy is to bring ourself up, and not to bring a superior down. (9) Jealousy is a burning desire to possess or to keep something regarded as valuable, coupled with the fear that another will appropriate it. The typical case of jealousy is that exhibited by a lover who believes that he is being supplanted by a rival in the affections of the one he loves. (10) Malice is ill-will cherished towards others terminating in evil intent or premeditated injury. (II) Resentment is the reaction of feeling in response to a sense of personal injury, or of injury to our friends, taken as personal. As implying malice, resentment is to be distinguished from indignation occasioned by the unjust or atrocious conduct of others, which, springing from a sense of honor and exempt from personality, is not inconsistent with a benevolont disposition. (12) Hatred is cherished resentment. It broods over wrong, takes time for consideration, and deliberately plans retaliation. Hatred between indi- viduals leads to feuds between families and clans or tribes. (13) Anger is sudden and strong resentment. It often produces intense excitement, and manifests itself in deeds of violence. 104 OUTLINES OF PSYCHO-LOGY. (14) Wrath is heightened anger felt toward inferiors. It may be simply righteous indignation, as the wrath of God. (15) Rage is a violent ebullition of ang^r breaking out into extravagant expressions and vehement demonstrations of resentment. (16) Fury is excessive rage, lashing the soul to such a pitch of excitement that it is no longer under the control of reason. (17) Revenge is deep-seated hatred manifesting itself in retaliation. It should never be cherished. To God belongeth vengeance. (18) Do the malevolent affections afford pleasure? They in certain cases do, as when children delight in teasing, or students in hazing, or when one rejoices in the defeat of a rival, or in the fall of an enemy. The patriot is proud of his nation's glory, and rejoices in the defeat of the enemy. 3. Desires. — A desire is a craving for a supposed good not in possession. The object of desire is either known or believed to be a good, that is, some- thing whose possession would afford satisfaction. It is an emotion with a current directed towards self. Aversion is negative desire — a desire to be rid of a supposed evil. Desire attracts; aversion repels. (J.) Ganeral desires and aversions may be reduced to three classes: (1) The desire for happiness or the aversion to misery is universal. Even a stoic admits that happiness is to be preferred to misery, though the one is to be received without exultation, and the other to be endured with- out complaint. Happiness is the consequence of proper action, that is, of obedience to law; but knowledge is the condition of proper action; there- fore, knowledge is the condition of happiness. (2) The desire for perfection or the aversion to imperfection is natural and therefore legitimate, when not realized at the expense of others. Per- fection is physical, intellectual or moral, each contributing to the others. Physical perfection embraces health, strength, agility, gracefulness and beauty. It requires the observance of the physical laws in exercise and rest, food, drink, pure air, proper clothing, shelter, cleanliness of person. Intellectual perfection consisting in the symmetrical development and complete control of all our powers of intellect is a lofty ideal inciting to higher attainments. Moral perfection, a right intent of heart and a conformity of conduct to ethical principles, is not only a lofty ideal but an attainable end. (3) The desire for usefulness or the aversion to uselessness growing out of social relations is legitimate and praiseworthy. It naturally leads to thoughtful plans and to noble deeds. It produces the benefactors of the human race. (B) Special desires and aversions may be reduced to three classes: (1) The desire for knoivledge or the aversion to ignorance takes in the wide field of science, literature and art, also the professional and practical pursuits of life. The field of knowledge is vast and greatly diversified, PEELINGS. 105 and is a never-failing source of pure enjoyment. The desire for knowledge is augmented by the fact that it gives scope to activity, affords satisfaction in its pursuit and possession, and confers distinction and influence, also by the consideration of the disabilities attending ignorance. (2) The desire for wealth or the aversion to poverty checks vice, pro- motes industry and fosters the useful arts. The possession of wealth gratifies the desire for it, affords the means for the gratification of other desires, confers the dignity of independence and social distinction, and supplies the means for promoting the welfare of others. Avarice or the undue desire for wealth induces anxious care and slavish toil, begets covetousness, and culminates in mammon worship or miserly wretchedness. (3) Ambition the desire for power and fame and the aversion to infer- iority and obscurity is a powerful impulse to action. The ambition to be useful is a laudable virtue, but selfish ambition is a vulgar vice, detestable in itself and dangerous to society. Pride desires power; vanity fame. Mortification is wounded vanity. Pride is self-esteem; vanity is love of approbation. (C) The compound desires and aversions are hope and fear. (1) Hope is the desire and expectation of good. It looks to the future. Desire and expectation, the two elements of hope, are not always in equi- librium. Expectation is an intellectual element and varies with the degree of probability. Desire is a feeling, a phenomenon of the sensibility, and varies with the estimated value of the object. Faith is confidence in a person or thing from which we hope to realize some object of desire. The object of hope is a good; the object of faith some pe.son or thing regarded as a source of good. Trust implies the committal of an interest to an object of faith. Hope is a powerful spring of action; its loss usually paralyzes effort, but when coupled with resentment, it exhibits the rashness of despair. (2) Fear is the aversion felt towards expected evil. Expectation is the common element of hope and fear; but the object of expectation in hope is a good, in fear an evil. The desire of hope and the aversion of fear are opposites. Anxiety is a form of fear in which the evil is possible and uncertain rather than probable and expected. It may be prolonged indefinitely. Apprehension indicates a stronger probability than anxiety. It antici pates evil. Alarm is the fear excited by the presence of sudden danger. Dread is the fear of some impending calamity. Terror is paralyzing fear, rendering the subject helpless. Horror is sympathetic terror induced by the sudden calamity of others. 106 OUTLINES OF PSYCHOLOGY. Despair is the absence of all hope of deliverance from calamity. It may result in complete inactivity, or it may, as sometimes in war, exhibit pro- digious effort known as the courage of despair. QUESTIONS ON THE FEELINGS. 1. Define the feelings, and state their usual accompaniments. 2. Discuss pleasure and pain. 3. Give the general classification of the feelings. See page 5. 1. Give the classes of physical feelings. 5. Define sensations and classify them. See Section VII. 6. Discuss instincts, giving their classification and characteristics. 7. Compare man with the lower animals. 8. Discuss the appetites. How would you cure a perverted appetite? 9. Discuss the three pairs of vital feelings. 10. Classify the psychical feelings. 11. Classify the emotions, and discuss the general emotions, the a^stheti- cal emotions and the ethical emotions. 12. Classify the affections. What is the direction of the current of emotion in affection? 13. Name the varieties of the benevolent affections and discuss each. 11. Name the varieties of malevolent affections and discuss each. 15. Compare envy with jealousy. Which is the more excusable - 16. What is desire?. W T hat is aversion? 17. Classify the general desires and aversions and discuss each. 18. Classify the special desires and aversions, and discuss each. 19. Classify the compound desires and aversions, analyze hope and fear. 20. Define anxiety, apprehension, alarm, dread, terror, horror, despair. XXVIII. VOLITION. 1 . Definitions. — Volition is the decision to act in a given manner. Choice is the election of one of two or more alternatives. It is one species of the genus volition. Alternatives are necessary to choice. Preference is the favor accorded to one alternative in deeming it rather to be chosen than another. It naturally precedes choice. Indifference is the absence of preference. It signifies that one alterna- tive is regarded as neither more or less worthy to be chosen than another. A purpose is a predetermination to enter on a given course of action. It may be regarded as a general volition determining many subsequent volitions. Refusal is the expressed decision not to accept a given proffer, or not to comply with a given request. It is negative choosing expressed. The willis the faculty Of volition. If the ego decides, it has power to decide, and that power is called the will. When we say, for convenience, that the will decides or choses, we mean that the ego itself decides or chooses by its power of decision or choice called the will. 2. Order of Phenomena. — The order of the phenomena is as follows: 1. P re-volitional. —The intellect discerns the properties of many, things which affect the sensibility as agreeable or disagreeable, thus exciting the appetites and inducing affections benevolent or malevolent, and awakening desires or aversions. The appetites crave gratification. The affections go out to their objects in love or hatred. The desires seek those objects which are agreeable to the sensibility. The aversions repel those that are disagreeable. The appetites, the affections, the desires and the aversions are motives or springs of action which solicit the will to act in making its decisions. The intellect looks over the whole ground, deliberates by weighing the motives and balancing the reasons, till the case is fully made up, and the judgment has pronounced its final opinion. 2. Volitional. — All this time, the will has refused to act, or has sus- pended its decision, or postponed action from time to time, waiting for fur- ther light, till the intellect has gathered in all available evidence, and drawn its final conclusion, and handed the case over to the will for its decision. In view of the conclusion arrived at by the intellect, the will, with per- fect freedom, that is, without constraint or restraint, asserts its power, and acts, or puts forth its volition in making the choice or decision. The will itself decides; it acts; it makes the choice; it exerts its energy in making the decision. Consciousness testifies to the act. The will is not a ( l<-7 ) 108 OUTLINES OF PSYCHOLOGY. dead-head, quiescent and passive, compelled by motives and reasons; for then it would not act, it would only be moved like a log of wood; but it does act, it does exert its energy as consciousness testifies; hence it is not ■compelled by motives, and is therefore free. The will is, however, under moral obligations to act according to reason, and herein lies its responsibility; but it is not necessitated to act in this way, and often acts contrary to reason. In acting in accordance with rea- son, it receives the approval of conscience; in acting contrary to reason; it receives the condemnation of conscience. If the will is not free, if its action is either constrained or restrained, conscience could neither reasonably approve nor condemn, and the voice of •conscience would be an anomaly in human nature. But where is freedom found? It is not found in the feelings — the appe- tites, affections, desires or aversions, for these are excited by their appro- priate causes; it is not in the judgment or conclusion inferred by the intel- lect, for that is necessitated by the evidence; it is not found in the volition as an act or product, for these are caused by the will; it is not found in the execution, for this is determined by the volition; but it is found in the will itself. The will makes the decision; it causes its volitions; but it is not caused to cause them. The will alone is free. 3. Post-volitional. — The volition being put forth, the decision made, the alternative chosen, there remains to be accomplished the post-volitional act by which the volition is executed, that is, carried into effect, which is usually done through the instrumentality of the body. Illustration. — An apple is offered me. My appetite is excited, and a de- sire for the apple induced, which acts as a motive soliciting me to accept the offer. Being naturally fond of apples, and no counter motives appear- ing, or none of sufficient weight, I decide to accept. It now remains to put forth the hand, take the apple and eat it. Tbis is the execution of the volition and is a voluntary action. 3. Relation of Motives to Volition. — Motives are indeed causes. They affect the sensibility and awaken thought. They solicit, but do not cause volition. The will itself causes its volitions. If motives were the causes of volitions, then any volition would be the resultant of all the motives brought to bear upon it, thus bringing the phe- nomena of volition within the province of mechanics; but this is demon- strably not the case. Thus, let a person standing at one corner of a square field be solicited by two friends, one at each of the adjacent corners, the motives for going to the two being equal, he would go in the diagonal of the square, till passing the center by his momentum, he would be drawn back, and after a few vibrations, would come to rest at the intersection of the two diagonals. VOLITION. 109 4. Power of Contrary Choice.— Can the will choose differently from what it does choose? It is possible to be mystified by such a question. It is of course, impossible for the will to choose a given alternative, and at the same time, not to choose it, but to choose some other alternative. The true question is: Can the will choose a different alternative from any one of the possible alternatives? It can. Let A name any of the alternatives, X, Y r Z, then B can always choose another. It is sometimes said that we are conscious of the power of contrary choice; but this is not correct, for we are not conscious of powers, but of phenomena. We know the necessity of powers by rational intuition as the condition of the phenomena. If there is consciousnes of the power of con- trary choice, controversy on that point would be at an end; for a datum of consciousness compels recognition. Since the will is not compelled to choose a designated alternative, it is free to choose any alternative. 5. Relation of Responsibility to Freedom.— What does the conscience of the criminal say? It declares him guilty and deserving of punishment. The criminal arraigned before the bar of his own conscience, confesses hi& crime, admits his guilt, and acknowledges the justice of his punishment. If he believed that his choice was necessitated, his conscience would acquit him of guilt, not that he did not do the deed, or that he did not will to do it, but that he could not help doing it, since he could not help willing to do it. But his conscience does not acquit him of blame. In his inmost soul he believes that he is guilty. He could not be guilty in the sense of being to blame, unless his will was free in the act of volition. He could not believe himself to be guilty unless he believed himself to be free; but he does be- lieve himself guilty, therefore he believes himself free. In this case, the criminal is no theorizer, he is no sophist. His conscience is the voice of nature, yea, the voice of God, declaring in tones not to be misunderstood "that he was not passive but active in his crime. 6. Ground'of Obligation.— In the world, there are immense possibilities of both good and evil, each being two-fold— good embracing perfection and happiness, and evil imperfection and unhappiness. Good and evil are ends — good the end to be sought, evil the end to be avoided. The good and the evil pertain both to ourselves and to others. We are at liberty to seek good for ourselves, and to avoid evil, so long as we do not encroach on the rights of others. We are under obligations to promote the welfare of others and to shield them from evil so far as in so doing we bring no serious evil upon ourselves. The useful and the deleterious are means to their ends— the useful the means to good as its end, and the deleterious the means to evil. Now, man, as a moral being, as a free agent, is under obligations, so far as it is in his power, to realize the good, both for himself and for his fellow beings, and to avoid the evil. Requiring others to respect his rights, he 110 OUTLINES ON PSYCHOLOGY. ought to respect their rights, and be mindful of their happiness. In fact, if he does not respect the rights of others, they will not respect his rights; hence to secure his own rights, he must respect the rights of others. Mutual benevolence is the fundamental moral obligation, and is of uni- versal application. "All things therefore whatsoever ye think it right that men should do unto you, even so do ye also unto them." We should love good and hate evil, and strive earnestly to realize the good and to avoid the evil. Conscience, though not infallible, is always to be obeyed. We should seek to give it light from every possible source: From revelation, from the church, from nature, from the constitution of man, from social customs, from civil law, from philosophy, from science from thinking, from every possible source, and then act according to the dictates of the highest reason and an enlightened conscience. 7. Unreasonable Action. — Why do men act unreasonably? Socrates held that since every man desires his own good, he will secure it if he knows how, and that moral delinquencies are resolvable into intellectual blunders. With -all respect for the wisdom of Socrates, we dissent from this opinion as contrary to the facts of experience. It is not simply because misinformed that men act contrary to sound judgment, for this we are all liable, at times, to do, but that with their eyes wide open to all the consequences, they will pursue a course that will bring evil upon them, or refuse to do that which they admit will be for their highest good. Unreasonable action then is volutary action contrary to a man's deliber- ate judgment. Impulsive acts are often performed through sudden desire, anger, or fear, which will not afterwards stand the test of reason. Sometimes these acts so quickly follow the impulse, tfiat not only no time is taken for deliberation, but there is not even, at the time, a consciousness of uneasiness in regard to the consequences. Persons accounted sane often act unreasonably. Under strong impulse of appetite or passion, the will sometimes seems impotent to resist. The act is performed, the deed is done. There are, however, cases where the impulse is admitted not to be over- mastering, where in fact there is deliberation and the consequences are foreseen, but sophistry unconsciously creeps in, or is even vaguely allowed, the attention is directed to present gratification and withdrawn from remote consequences, and then the will sets reason aside and acts from impulse to secure the present gratification. In certain cases, the will surrenders its control, hands the reins of govern- ment over to the contending parties— impulse and reason. The most intense, the appetite, the passion, or the desire, seizes the reins and the whip, and drives the victim on to ruin. This is the consequence of the VOLITION. Ill base abdication by the will of its rightful throne. Nothing is better for the will to do than to seek to enlighten the judgment, and then rule according to the dictates of the highest reason. QUESTIONS ON VOLITION. 1. Define volition, choice, preference, indifference, purpose, refusal. 2. Define the will and give its relations to the ego. 3. Is the will a separate entity which decides and chooses, or does the ego decide and choose by its power called the will? 4. State the order of phenomena connected with volition. 5. Discuss the pre -volitional phenomena. 6. Discuss the volitional phenomena. 7. Discuss the post-volitional phenomena. :8. Illustrate the threefold order of the phenomena. 9. Give the relation of motives to volition. 10. Discuss the power of contrary choice. 11. Discuss the relation of responsibility to freedom. 12. Discuss the ground of moral obligation. 13. Give the fundamental principle of obligation and the golden rule. 14. Is conscience an infallible guide? Should it always be followed? 15. Name the sources of light to guide the conscience. 16. Discuss unreasonable action. Supplementary Note. — What is the present drift of Psychology? What is the drift of Philosophy? The present activity in Psychology is evidently in the line of Physiologi- cal Psychology. It is well to cultivate a too long neglected field. The physiological conditions of mental phenomena can not be too well under- stood. Prof. James says: "At present Psychology is on the material tack, and ought, in the interest of ultimate success, to be allowed full headway even by those who are certain she will never fetch the port without putting down the helm once more." The investigations in this line are conducted largely by the experimental method. We welcome any light obtained from this source. It should, however, be remembered that no amount of physiological study will ever explain the nature of consciousness, or of reflection, or of rational intuition, and that only in part can it explain sensation, perception, and representation, but that it wholly fails to explain the logical processes of generalized thinking through the forms of conceiving, judging and reasoning. Is it possible by studying the nerves, to understand the nature of an argument, or to appreciate the difference between a valid syllogism and a formal fallacy? The principal methods of studying the mind through consciousness, reflection and rational intuition will always remain principal, and Physio- logical Psychology, though important, will always remain collateral. 112 OUTLINES OF PSYCHOLOGY. The drift of Philosophy is towards Idealism, and this has been the ten_ dency since the time of Kant. While Kant held that our knowledge is only of phenomena, he yet believed in the existence of things in themselves apart from the phenomena, but that the nature of these things is wholly unknown. A thing in itself is one that exists, though not perceived. If we know only phenomena, and things in themselves are wholly un- known, we have nothing to do with them, and might as well deny their existence. This was the natural, the almost inevitable step taken by Idealism. The denial is, however, dogmatic. Phenomena are the joint products of two factors — subjective and objec- tive. Though Kant had too good sense to deny the existence of things in themselves, he was wrong in declaring them wholly unknown. We know them as the objective factor in the products called phenomena— as the causes of our sensations. The phenomena are the creations of our imagina- tions, and so far Idealism is right, but not wholly so; for these phenomena, these ideas are the embodiments of our judgments as to the causes of our sensations. The sensations are caused by external things, are modified as the things are modified, and our ideas undergo corresponding modifications. Even Berkley held that we are affected by things without ourselves, but that these things are not material things, but are ideas in God's mind, and are objects of perception. The ideas are our own, so far as the subjective factor is concerned, made by us to account for our sensations, but they vary indefinitely as our sensations vary, and our sensations vary with their causes. Appearances are thus naturally explained. A person enters a room and sees an ordinary chair and a rocking-chair. Another person comes in and sees the same things. We all see our moon, and with a telescope, the moons of Jupiter. Why should the two persons agree in seeing the chairs, if there are no chairs? Why should we all agree in seeing our moon or the moons of Jupiter, if there is no moon, no Jupiter, and no moons of Jupiter? The Idealist answers: There is indeed the- phenomenal world, the show world, but it is our own creation, and we all see alike, because we have a common nature. Prof. Royce in his captivating book, The Spirit of Modern Philosophy \ says: "Hence, not the abiding matter of the moon, as something that should stay there when you and I had both departed, but some common law that holds for your spirit as for mine, is the basis for the seeming, permanence and common outer reality of the moon for us." This explanation gives meager satisfaction. Why should we see any chairs at all, or any moon, or any Jupiter? Is there any law that pre- destinates us to see the moon, if there is no moon? If so, what is that law? 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