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Wiley Renormalization Methods: Critical Phenomena, Chaos, Fractal Structures

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Description

Renormalization methods have evolved from quantum electrodynamics into an essential analytical tool across physics and applied mathematics. This comprehensive guide explores how scale invariance and universality principles apply to phase transitions, critical phenomena, dynamical systems, chaos theory, turbulence, fractal structures, and complex systems. The book covers percolation, polymer physics, diffusion in disordered media, measure theory, and stochastic processes, demonstrating the breadth of renormalization theory's real-world applications. Whether you study physics, mathematics, or applied sciences, this Wiley publication provides the theoretical foundations and practical insights needed to understand renormalization methods and their role in solving complex problems across multiple disciplines.

Key Features

Renormalization methods explained through fundamental principles including scale invariance and universality concepts.

Applications across phase transitions, critical phenomena, dynamical systems, chaos, and fractal structures.

Coverage of percolation, polymer physics, diffusion in disordered media, and stochastic processes.

Comprehensive resource from Wiley for physicists and mathematicians studying complex systems.

Theoretical foundations developed over thirty years of research in renormalization theory applications.

Product Specifications

Brand
Wiley
Format
hardcover
Domain
Amazon UK
Release Date
26 March 1998
Listed Since
05 January 2007

Barcode

No barcode data available

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