£132.33

Springer Delay Equations: Functional-, Complex-, Nonlinear Analysis

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Description

This Springer textbook provides a comprehensive introduction to infinite dimensional dynamical systems through delay differential equations, a rich mathematical framework suitable for graduate-level study and self-learning. The book delivers detailed proofs and numerous exercises grounded in linear functional analysis, complex function theory, and nonlinear analysis methods. Written as both a self-contained course text and reference resource, it explores the mathematical foundations of delay equations with rigorous treatment of key concepts and problem-solving techniques. The structured approach makes advanced dynamical systems theory accessible while maintaining mathematical depth, making it an essential resource for mathematics students and researchers seeking to understand how delay differential equations model real-world phenomena in engineering, biology, and physics.

Key Features

Springer publication presenting detailed proofs and exercises for graduate-level mathematics instruction in delay differential equations.

Focuses on infinite dimensional dynamical systems theory through delay equations as a central class of mathematical examples.

Integrates linear functional analysis, complex function theory, and nonlinear analysis methods into a unified treatment.

Structured for both self-study and formal coursework with comprehensive coverage suitable as a reference text.

Provides rigorous mathematical foundations for understanding how delay differential equations describe dynamic systems.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
09 May 1995
Listed Since
12 January 2007

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