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Invariants of the Hilbert Transform for 23-Hilbert Problem

2016
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Social Science Research Network
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Process of identification of steady laws in the form of asymmetric wavelet signals is stated. Thus the wave equations with variables amplitude and the period of fluctuation are designed from the generalized invariant and its fragments. This invariant according to Hilbert is reasonable as the biotechnical law generalizing almost all known laws of distribution. The essence, structure and parameters of the biotechnical law and its fragments is in detail shown. For identification statistical data

doi:10.2139/ssrn.2755451
fatcat:hyrdu5o26fahvo5bputu6d4wcu