Mathematics Subject Classification – MSC

https://zbmath.org/classification/

00 General and overarching topics; collections 01 History and biography

03 Mathematical logic and foundations 05 Combinatorics 06 Order, lattices, ordered algebraic structures 08 General algebraic systems 11 Number theory 12 Field theory and polynomials 13 Commutative algebra 14 Algebraic geometry 15 Linear and multilinear algebra; matrix theory 16 Associative rings and algebras 17 Nonassociative rings and algebras 18 Category theory; homological algebra 19 K-theory 20 Group theory and generalizations 22 Topological groups, Lie groups 26 Real functions 28 Measure and integration 30 Functions of a complex variable 31 Potential theory 32 Several complex variables and analytic spaces 33 Special functions 34 Ordinary differential equations 35 Partial differential equations 37 Dynamical systems and ergodic theory 39 Difference and functional equations 40 Sequences, series, summability 41 Approximations and expansions 42 Harmonic analysis on Euclidean spaces 43 Abstract harmonic analysis 44 Integral transforms, operational calculus 45 Integral equations 46 Functional analysis 47 Operator theory 49 Calculus of variations and optimal control; optimization 51 Geometry 52 Convex and discrete geometry 53 Differential geometry 54 General topology 55 Algebraic topology 57 Manifolds and cell complexes 58 Global analysis, analysis on manifolds 60 Probability theory and stochastic processes 62 Statistics 65 Numerical analysis 68 Computer science 70 Mechanics of particles and systems 74 Mechanics of deformable solids 76 Fluid mechanics 78 Optics, electromagnetic theory 80 Classical thermodynamics, heat transfer 81 Quantum theory 82 Statistical mechanics, structure of matter 83 Relativity and gravitational theory 85 Astronomy and astrophysics 86 Geophysics 90 Operations research, mathematical programming 91 Game theory, economics, finance, and other social and behavioral sciences 92 Biology and other natural sciences 93 Systems theory; control 94 Information and communication theory, circuits 97 Mathematics education


00arrow-up-right General and overarching topics; collectionsarrow-up-right 01arrow-up-right History and biographyarrow-up-right 03arrow-up-right Mathematical logic and foundationsarrow-up-right 05arrow-up-right Combinatoricsarrow-up-right 06arrow-up-right Order, lattices, ordered algebraic structuresarrow-up-right 08arrow-up-right General algebraic systemsarrow-up-right 11arrow-up-right Number theoryarrow-up-right 12arrow-up-right Field theory and polynomialsarrow-up-right 13arrow-up-right Commutative algebraarrow-up-right 14arrow-up-right Algebraic geometryarrow-up-right 15arrow-up-right Linear and multilinear algebra; matrix theoryarrow-up-right 16arrow-up-right Associative rings and algebrasarrow-up-right 17arrow-up-right Nonassociative rings and algebrasarrow-up-right 18arrow-up-right Category theory; homological algebraarrow-up-right 19arrow-up-right K-theoryarrow-up-right 20arrow-up-right Group theory and generalizationsarrow-up-right 22arrow-up-right Topological groups, Lie groupsarrow-up-right 26arrow-up-right Real functionsarrow-up-right 28arrow-up-right Measure and integrationarrow-up-right 30arrow-up-right Functions of a complex variablearrow-up-right 31arrow-up-right Potential theoryarrow-up-right 32arrow-up-right Several complex variables and analytic spacesarrow-up-right 33arrow-up-right Special functionsarrow-up-right 34arrow-up-right Ordinary differential equationsarrow-up-right 35arrow-up-right Partial differential equationsarrow-up-right 37arrow-up-right Dynamical systems and ergodic theoryarrow-up-right 39arrow-up-right Difference and functional equationsarrow-up-right 40arrow-up-right Sequences, series, summabilityarrow-up-right 41arrow-up-right Approximations and expansionsarrow-up-right 42arrow-up-right Harmonic analysis on Euclidean spacesarrow-up-right 43arrow-up-right Abstract harmonic analysisarrow-up-right 44arrow-up-right Integral transforms, operational calculusarrow-up-right 45arrow-up-right Integral equationsarrow-up-right 46arrow-up-right Functional analysisarrow-up-right 47arrow-up-right Operator theoryarrow-up-right 49arrow-up-right Calculus of variations and optimal control; optimizationarrow-up-right 51arrow-up-right Geometryarrow-up-right 52arrow-up-right Convex and discrete geometryarrow-up-right 53arrow-up-right Differential geometryarrow-up-right 54arrow-up-right General topologyarrow-up-right 55arrow-up-right Algebraic topologyarrow-up-right 57arrow-up-right Manifolds and cell complexesarrow-up-right 58arrow-up-right Global analysis, analysis on manifoldsarrow-up-right 60arrow-up-right Probability theory and stochastic processesarrow-up-right 62arrow-up-right Statisticsarrow-up-right 65arrow-up-right Numerical analysisarrow-up-right 68arrow-up-right Computer sciencearrow-up-right 70arrow-up-right Mechanics of particles and systemsarrow-up-right 74arrow-up-right Mechanics of deformable solidsarrow-up-right 76arrow-up-right Fluid mechanicsarrow-up-right 78arrow-up-right Optics, electromagnetic theoryarrow-up-right 80arrow-up-right Classical thermodynamics, heat transferarrow-up-right 81arrow-up-right Quantum theoryarrow-up-right 82arrow-up-right Statistical mechanics, structure of matterarrow-up-right 83arrow-up-right Relativity and gravitational theoryarrow-up-right 85arrow-up-right Astronomy and astrophysicsarrow-up-right 86arrow-up-right Geophysicsarrow-up-right 90arrow-up-right Operations research, mathematical programmingarrow-up-right 91arrow-up-right Game theory, economics, finance, and other social and behavioral sciencesarrow-up-right 92arrow-up-right Biology and other natural sciencesarrow-up-right 93arrow-up-right Systems theory; controlarrow-up-right 94arrow-up-right Information and communication theory, circuitsarrow-up-right 97arrow-up-right Mathematics educationarrow-up-right

Last updated