AMS Konu Sınıfları (MSC2010) Konu Sınıfı Seçiniz Differential geometry Ordinary differential equations Numerical analysis Partial differential equations Operations research, mathematical programming Number theory General topology Sequences, series, summability Statistics Operator theory Associative rings and algebras Quantum theory Functional analysis Functions of a complex variable Approximations and expansions Systems theory, control Information and communication, circuits Game theory, economics, social and behavioral Group theory and generalizations Relativity and gravitational theory Combinatorics Mechanics of deformable solids Fluid mechanics Probability theory and stochastic processes Real functions Biology and other natural sciences, behavioral Special Functions Geometry Computer science Finite differences and functional equations Dynamical systems and ergodic theory Linear and multilinear algebra, matrix theory Calculus of variations and optimal control Fourier analysis Optics, electromagnetic theory Statistical mechanics, structure of matter Commutative rings and algebras Manifolds and cell complexes Mechanics of particles and systems Algebraic geometry Mathematical logic and foundations Order, lattices, ordered algebraic structures Abstract harmonic analysis Integral equations Global analysis, analysis on manifolds Nonassociative rings and algebras Category theory, homological algebra Potential theory Measure and integration Integral transforms, operational calculus K-theory Geophysics Field theory and polynomials Algebraic topology Topological groups, Lie groups Several complex variables and analytic spaces Convex and discrete geometry History and biography General algebraic systems Classical thermodynamics, heat transfer General Astronomy and astrophysics

*Bu çalışmadaki veriler elde edilirken yapılan sorgular, birincil konu sınıflandırılmaları (MSC Primary) ve dergilerde yapılan yayınlar (Publication Type=(Journals)) alınarak yapılmıştır. Farklı sorgular farklı sonuçlar verebilir.
Derleyen: Özkan Değer, Kaynak: MathSciNet, Periyot: 2004-2013, Derleme Tarihi: 8 Ağustos 2014

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