£64.58

Cambridge University Press Elliptic Regularity Theory by Approximation Methods (London Mathematical Society Lecture Note Series)

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£64.58 £52.37 £55.03 £57.70 £60.36 £63.03 £65.69 13 June 2026 05 July 2026 27 July 2026 18 August 2026 10 September 2026

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Description

Presenting the basics of elliptic PDEs in connection with regularity theory, the book bridges fundamental breakthroughs – such as the Krylov–Safonov and Evans–Krylov results, Caffarelli's regularity theory, and the counterexamples due to Nadirashvili and Vlăduţ – and modern developments, including improved regularity for flat solutions and the partial regularity result. After presenting this general panorama, accounting for the subtleties surrounding C-viscosity and Lp-viscosity solutions, the book examines important models through approximation methods. The analysis continues with the asymptotic approach, based on the recession operator. After that, approximation techniques produce a regularity theory for the Isaacs equation, in Sobolev and Hölder spaces. Although the Isaacs operator lacks convexity, approximation methods are capable of producing Hölder continuity for the Hessian of the solutions by connecting the problem with a Bellman equation. To complete the book, degenerate models are studied and their optimal regularity is described.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
29 September 2022
Listed Since
18 December 2021

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