The volume of the boundary of a Sobolev $(p,q)$-extension domain II

Koskela, Pekka; Mishra, Riddhi

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The volume of the boundary of a Sobolev $(p,q)$-extension domain II

by Koskela, Pekka, Mishra, Riddhi

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English2024

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We show that the volume of the boundary of a bounded Sobolev $(p,q)$-extension domain is zero when $1\leq q <p< \frac{qn}{(n-q)}.$

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Language: English
Published: 2024
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The volume of the boundary of a Sobolev $(p,q)$-extension domain II by Koskela, Pekka; Mishra, Riddhi is a scholarly article available to read on EtoBox.

Author: Koskela, Pekka; Mishra, Riddhi
Published: 2024
Language: EN

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The volume of the boundary of a Sobolev $(p,q)$-extension domain II

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The volume of the boundary of a Sobolev $(p,q)$-extension domain II

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