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Applications of Fourier Transform Methods to Boundary Value Problems
http://hdl.handle.net/20.500.12678/0000005548
de9eb190-cf56-4bc9-8fac-7cc02feee395
687f958a-7e15-409e-bd0a-e2ca4798c2a2
Name / File | License | Actions | |
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Publication type | Journal article | |||||
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Upload type | Publication | |||||
Title | ||||||
Applications of Fourier Transform Methods to Boundary Value Problems | ||||||
en | ||||||
Publication date | 2020-05-30 | |||||
Authors | ||||||
Khin Myo Win | ||||||
Description | ||||||
In this paper, basic concepts of Fourier transforms are introduced. Then properties of Fourier transform methods are explained. Finally, applications of Fourier transform methods to heat equation and wave equation are presented with some examples. | ||||||
Keywords | ||||||
Fourier transforms, | ||||||
Keywords | ||||||
Convolution | ||||||
Keywords | ||||||
Parseval’s identity | ||||||
Journal articles | ||||||
3 | ||||||
University of Mandalay, Research Journal, | ||||||
283-291 | ||||||
11 |