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Springer Inverse Problems for Fractional Diffusion Equations - Springer

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Description

This comprehensive mathematics text explores inverse problems for time-fractional diffusion equations, addressing both nonlinear inverse coefficient problems and linear problems for determining right-hand sides and initial functions. The book provides essential coverage of direct problems including representation formulas, a priori estimates and differential properties of solutions, with particular emphasis on nonlinear problems where solvability theorems require careful analysis of exact dependence relationships. Published by Springer in the Industrial and Applied Mathematics series, this work offers rigorous mathematical treatment suitable for researchers and advanced students in differential equations and mathematical analysis.

Key Features

Covers inverse coefficient problems and nonlinear inverse problems for fractional diffusion equations with detailed mathematical frameworks.

Includes comprehensive investigation of direct problems with representation formulas and a priori estimates for solution analysis.

Addresses linear problems for determining right-hand sides and initial functions in fractional diffusion contexts.

Part of Springer's Industrial and Applied Mathematics series, providing research-level content for academic and professional mathematicians.

Explores differential properties of solutions with careful tracking of exact dependence in nonlinear problem formulations.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
16 June 2025
Listed Since
01 March 2025

Barcode

No barcode data available

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