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Discussion about question 1, HW 4, Math 836 Spring 2023

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Extension theorem Math 836 Spring 2023

Extension theorem

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Approximating H^k(U) II Math 836 Spring 2023

Approximating H^k(U) II

From  Rakesh Rakesh 0 likes 3 plays 0  

Approximating H^k(U) by smooth functions with uniformly continuous derivatives Math 836 Spring 2023

Approximating H^k(U) by C^infty(Ubar)

From  Rakesh Rakesh 0 likes 9 plays 0  

Change of variables and Sobolev spaces Math 836 Spring 2023

Change of variables and Sobolev spaces

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Approximating H^k(U) by smooth functions Math 836 Spring 2023

Approximating H^k(U) by smooth functions

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H^K(U) is complete Math 836 Spring 2023

Proof that H^K(U) is complete

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Sobolev spaces definition Math 836 Spring 2023

Definition of Sobolev spaces and the proof that it is a Hilbert space

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Lp spaces III, Math 836 Spring 2023

Lp spaces

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Lp spaces II Math 836 Spring 2023

Lp spaces

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L^p Spaces I, Math 836 Spring 2023

Definition of C^k(U)

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Lecture 4 Dual Spaces

Imbedding V into V''. Matrix of T'.

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Lecture 3 Dual Spaces

Fredholm Alternative for dual spaces

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Lecture I - Jordan canonical form

I recorded only part of the lecture.

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Finite-Rank Perturbation Theory and Applications, Michael Bush

Perturbation theory deals with tracking how the properties of a mathematical object evolve as input parameters are varied. The main usage of the tools of perturbation theory in application is to…

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Transforming healthcare at UD’s STAR Campus

The University of Delaware has a long history of commitment to excellence in education and service. The University of Delaware's Science, Technology and Advanced Research (STAR) Campus is…

From  Kristina Demou 0 likes 71 plays 0