£100.40

Cambridge University Press Weak Solutions to Gradient Flows in Metric Measure Spaces (Cambridge Tracts in Mathematics)

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£100 today · all-time low £98 (Jul 2026) · usually £108

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£115.00 £96.50 £100.53 £104.57 £108.61 £112.65 £116.68 10 July 2026 29 July 2026 17 August 2026 05 September 2026 25 September 2026

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Description

Filling a gap in the literature, this book explores the theory of gradient flows of convex functionals in metric measure spaces, with an emphasis on weak solutions. It is largely self-contained and assumes only a basic understanding of functional analysis and partial differential equations. With appendices on convex analysis and the basics of analysis in metric spaces, it provides a clear introduction to the topic for graduate students and non-specialist researchers, and a useful reference for anyone working in analysis and PDEs. The text focuses on several key recent developments and advances in the field, paying careful attention to technical detail. These include how to use a first-order differential structure to construct weak solutions to the p-Laplacian evolution equation and the total variation flow in metric spaces, how to show a Euler–Lagrange characterisation of least gradient functions in this setting, and how to study metric counterparts of Cheeger problems.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
09 April 2026
Listed Since
26 September 2025

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