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Extra Form
Lecturer Shih-Hsien Yu
Dept. National Univ. of Singapore
date Apr 30, 2015

In this talk, we will present an approach to construct the Green’s function for an initial boundary value problem with precise pointwise structure in the space-time domain. This approach is given in terms of transform variable and physical variable. The mixed algebraic structure in the transform variable gives the large time asymptotic nature of the differential equation. One also uses the algebraic structure in the fundamental solution. Finally, the hybrid of transform variable and physics variable to a precise pointwise space-time structure of the solution of an initial boundary value problem.


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List of Articles
Category Subject Dept. Lecturer
Math Colloquia Green’s function for initial-boundary value problem file National Univ. of Singapore Shih-Hsien Yu
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Math Colloquia Connes's Embedding Conjecture and its equivalent file RIMS Narutaka Ozawa
Math Colloquia Recent progress on the Brascamp-Lieb inequality and applications file Saitama University Neal Bez
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Math Colloquia The Shape of Data file Stanford University Gunnar E. Carlsson
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Math Colloquia <학부생을 위한 ɛ 강연> Introduction to the incompressible Navier-Stokes equations file UNIST 배한택
Math Colloquia Quantitative residual non-vanishing of special values of various L-functions file UNIST 선해상
Math Colloquia Counting number fields and its applications file UNIST 조재현
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