Mathematical Tools for Physicists

This volume will be edited by Dr. Michael Grinfeld, Department of Mathematics and Statistics at the University of Strathclyde in Glasgow, UK. His areas of interest are topological methods in differential equations and continuum models in material science.Michael Grinfeld serves on the Editorial Boards of Proceedings EMS and Mathematical methods in the Applied Sciences.

• Part IProbability1 Stochastic processesAndrew R. Wade, James R. Cruise, Ostap Hryniv2 Monte-Carlo MethodsKurt Binder3 Stochastic Differential EquationsGabriel Lord Part IIDiscrete Mathematics, Geometry, Topology4 Graph and Network TheoryErnesto Estrada5 Group TheoryRobert Gilmore6 Algebraic TopologyVanessa Robins7 Special FunctionsChristopher Athorne8 Computer AlgebraJames Davenport9 Differentiable ManifoldsMarcelo Epstein10 Topics in Differential GeometryMarcelo Epstein Part IIIAnalysis11 Dynamical SystemsDavid A. W. Barton12 Perturbation MethodsJames Murdock13 Functional AnalysisPavel Exner14 Numerical AnalysisLyonell Boulton15 Mathematical TransformationsRainer Picard, Des McGhee, Sascha Trostorff, Marcus Waurick16 Partial Differential EquationsDes McGhee, Rainer Picard, Sascha Trostorff, Marcus Waurick17 Calculus of VariationsTomas Roubicek

"This book [...] is supportive for both advanced students and scientists at work."—HTM - Journal of Heat, Treatment and Materials on the first edition</> "... offer[s] advanced students and researchers a quick, to-the-point introduction...."—CHOICE Reviews on the first edition