Numerical Approximation of Real Finite Nonnegative Function by the Modulus of Discrete Fourier Transform

Savenko, Petro and Tkach, Myroslava (2010) Numerical Approximation of Real Finite Nonnegative Function by the Modulus of Discrete Fourier Transform. Applied Mathematics, 01 (01). pp. 65-75. ISSN 2152-7385

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Abstract

The numerical algorithms for finding the lines of branching and branching-off solutions of nonlinear problem on mean-square approximation of a real finite nonnegative function with respect to two variables by the modulus of double discrete Fourier transform dependent on two parameters, are constructed and justified.

Item Type: Article
Subjects: Asian Repository > General Subject > Mathematical Science
0 Subject > Mathematical Science
Depositing User: Managing Editor
Date Deposited: 06 Jun 2023 09:50
Last Modified: 06 Jun 2023 09:50
URI: http://eprints.asianrepository.com/id/eprint/5012

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