The Hölder space is a space consisting of functions satisfying a Hölder condition which is significant in PDE. The Newtonian potential is an operator in vector calculus defined by convolution with a function, the Newtonian kernel Γ which is the fundamental solution of the Laplace equation.
타이거 세미나
제목 | (영문발표 20170518) Introduction to Hölder continuity and the Newtonian Potential 권지수 |
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첨부 |
BK세미나(20170518권지수).pptx
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