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Mathematical Physics is an introduction to such basic mathematical structures as groups, vector spaces, topological spaces, measure spaces, and Hilbert space. Geroch uses category theory to emphasize both the interrelationships among different structures and the unity of mathematics. Perhaps the most valuable feature of the book is the illuminating intuitive discussion of the "whys" of proofs and of axioms and definitions. This book, based on Geroch's University of Chicago course, will be especially helpful to those working in theoretical physics, including such areas as relativity, particle physics, and astrophysics.

Fysica [Mathematische ] --- Fysica [Wiskundige ] --- Mathematical physics --- Mathematische fysica --- Physical mathematics --- Physics -- Mathematics --- Physics [Mathematical ] --- Physique -- Mathématiques --- Physique -- Méthodes mathématiques --- Physique mathématique --- Physique théorique --- Wiskundige fysica --- Mathematical physics. --- Physics --- Mathematics --- Physique mathématique --- vectors, topology, physics, math, mathematics, hilbert space, mathematical structures, relativity, astrophysics, operators, spectral theorem, hermitian operator, bounded, topological groups, integrals, distribution, homology, functions, homotopy, connectedness, compactness, mappings, fock, algebra, lorentz, minkowski, direct products, multilinear, nonfiction.

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Theory of relativity. Unified field theory

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Relativity (Physics) --- Relativité (Physique)