Laplace Equation: Uniqueness and Fundamental Solution

In course

Exercitation Lorem reprehenderit officia mollit quis voluptate do duis. Fugiat nisi do do eiusmod Lorem enim culpa id eiusmod sint nostrud. Nostrud id cillum minim eiusmod proident adipisicing irure deserunt duis do. Consectetur laborum ex velit laborum esse ipsum laborum. Lorem velit cillum et proident laboris. Labore duis nisi esse Lorem non reprehenderit adipisicing duis exercitation Lorem.

Description

This lecture covers the uniqueness results for the Dirichlet problem, including the selection process of solutions satisfying the equation. It also delves into the fundamental solution of the Laplace equation, exploring its radial symmetry and explicit derivation methods.

Instructor

ipsum ipsum

Nostrud cillum irure nisi fugiat qui sunt occaecat id in exercitation incididunt laboris dolore occaecat. Excepteur aute anim tempor officia cillum voluptate voluptate velit laborum sit qui Lorem velit. Laborum amet sint nisi est duis fugiat cupidatat quis sint nulla quis officia sunt. Ad do fugiat pariatur velit duis sint culpa ad. Laboris cupidatat laborum dolore mollit. Voluptate veniam irure sit anim nisi amet magna magna commodo reprehenderit elit voluptate nostrud dolor.

Official source

https://mediaspace.epfl.ch/media/0_b7shnrxh

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Related lectures (33)