HEAT EQUATIONS BY FOURIER AND POISSON (Mathematical Aspects and Applications of Nonlinear Wave Phenomena)

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  • HEAT EQUATIONS BY FOURIER AND POISSON

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Abstract

We discuss the historical wave theories including the fluid dynamics, the heat theory, in particular, that of Fourier and Poisson. We think, from the heat theories, we have had the many mathematically fruitful productions of derivatives from the heat theories, such as the trigonometric series, the eigenvalue problems and the rapidly decreasing function.

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  • RIMS Kokyuroku

    RIMS Kokyuroku 2034 187-198, 2017-07

    京都大学数理解析研究所

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