The Encyclopaedia of Mathematics covers a range of various mathematics disciplines such as logic and model theory, computability theory and recursion theory, set theory, category theory, group theory, ring theory, field theory, module theory, galois theory, number theory, combinatorics, algebraic geometry, real analysis and measure theory; calculus, complex analysis, tensor and vector analysis, differential and integral equations, numerical analysis, functional analysis and the theory of functions, euclidean geometry, non euclidean geometry, absolute geometry, metric geometry, projective geometry, affine geometry, discrete geometry and graph theory, differential geometry, point set or general topology, algebraic topology, probability theory, statistics, game theory and systems and control theory. It will also be a major source of reference for professionals and students, who require an authoritative and up-to-date guide to assist them in their work.
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