id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
cord-346335-el45v0a5	Tan, H.S.	Fourier spectral density of the coronavirus genome	2020-08-11		.txt	text/plain	4646	224	56	We uncover an interesting, new scaling law for the coronavirus genome: the complexity of the genome scales linearly with the power-law exponent that characterizes the enveloping curve of the low-frequency domain of the spectral density. An example of a seminal paper in this subject is that of Voss in [2] where the author found that the spectral density of the genome of many different species follows a power law of the form 1/k β in the low-frequency domain, with the exponent β potentially related to the organism's evolutionary category. We develop a few models to characterize the typical spectrum, and in the process stumble upon a linear scaling law between a measure of the complexity of each genome and the power-law exponent that describes the enveloping curve of the low-frequency domain.	./cache/cord-346335-el45v0a5.txt	./txt/cord-346335-el45v0a5.txt