An Integral Transformation and its Applications to Harmonic Analysis on the Space of Solutions of Heat Equation
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概要
著者
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Yeom Yongjin
Department Of Mathematics Seoul National University
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CHUNG Soon-Yeong
Department of Mathematics, Sogang University
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Chung Soon-yeong
Department Of Mathematics Sogang University
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Chung Soon-yeong
Department Of Mathematics And Program Of Integrated Biotechnology Sogang University
関連論文
- An Integral Transformation and its Applications to Harmonic Analysis on the Space of Solutions of Heat Equation
- Structure of the extended Fourier hyperfunctions
- Poisson Equations with Nonlinear Source Terms on Networks
- The $p$-Schorodinger Equations on Finite Networks
- Fourier Hyperfunctions as the Boundary Values of Smooth Solutions of Heat Equations
- Every Stieltjes moment problem has a solution in Gel'fand-Shilov spaces
- Positive definite hyperfunctions
- A Characterization for Fourier Hyperfunctions
- Distributions with Exponential Growth and Bochner-Schwartz Theorem for Fourier Hyperfunctions
- A quasianalytic singular spectrum with respect to the Denjoy-Carleman class
- Quasianalyticity of Positive Definite Continuous Functions
- Every Stieltjes moment problem has a solution in Gel'fand-Shilov spaces