Math 836 PDEs Spring 2023 Rakesh University of Delaware
Math 836 PDEs Spring 2023 Rakesh University of Delaware
Covers Sobolev Spaces and well-posedness theory of second order elliptic PDEs. Based on Chapters 5 and 6 of PDEs by Evans.
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Zoom Recording ID: 92068047612 UUID: l5VDA7B7RbWDHgpmynFLrA== Meeting Time: 2023-05-09 08:50:51pmGMT
Regularity for solutions of Elliptic PDE I Math…
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Fredholm Alternative for Elliptic PDEs II
Fredholm Alternative for Elliptic PDEs II Math…
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Fredholm Alternative for Elliptic PDE
Fredholm Alternative for Elliptic PDE I Math 836…
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Spectrum of elliptic operators
Spectrum of elliptic operators Math 836 Spring…
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Existence and uniqueness for BVP for L-lambda for large negative lambda.
Existence theory for elliptic PDEs for large…
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Energy inequality
Energy inequality for elliptic PDEs Math 836…
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Lax-Milgram lemma
Lax-Milgram Lemma Math 836 Spring 2023
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Elliptic BVP Introduction
Elliptic BVP Introduction Math 836 Spring 2023
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Rellich's theorem, Sobolev imbedding
Compact imbeddings in Sobolev spaces Math 836…
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Compact subsets of Sobolev spaces
Compact subsets of Sobolev spaces Math 836 Spring…
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Integration and differentiation on surfaces
Integration and Differentiation on Surfaces Math…
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Trace theorem for Sobolev spaces
Trace Theorem I, Math 836 Spring 2023
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Discussion about question 1, HW 4, Math 836…
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Extension theorem
Extension theorem Math 836 Spring 2023
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Approximating H^k(U) II
Approximating H^k(U) II Math 836 Spring 2023
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