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Mathematics Subject Classification 1991
05-XX Combinatorics, {For finite fields, See 11Txx}
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05-00
General reference works (handbooks, dictionaries, bibliographies, etc.)
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05-01
Instructional exposition (textbooks, tutorial papers, etc.)
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05-02
Research exposition (monographs, survey articles)
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05-03
Historical (must be assigned at least one classification number from Section 01)
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05-04
Explicit machine computation and programs (not the theory of computation or programming)
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05-06
Proceedings, conferences, collections, etc.
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05Axx Classical combinatorial problems
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05A05
Combinatorial choice problems (subsets, representatives, permutations)
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05A10
Factorials, binomial coefficients, combinatorial functions, See also {11B65, 33Cxx}
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05A15
Exact enumeration problems, generating functions, See Also {33Cxx, 33Dxx}
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05A16
Asymptotic enumeration
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05A17
Partitions of integers, See also {11P81, 11P82, 11P83}
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05A18
Partitions of sets
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05A19
Combinatorial identities
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05A20
Combinatorial inequalities
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05A30
$q$-calculus and related topics, See also {03Dxx}
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05A40
Umbral calculus
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05A99
None of the above but in this section
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05Bxx Designs and configurations, {For applications of design theory, See 94C30}
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05B05
Block designs, See also {51E05, 62K10}
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05B07
Triple systems
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05B10
Difference sets (number-theoretic, group-theoretic, etc.), See also {11B13}
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05B15
Orthogonal arrays, Latin squares, Room squares
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05B20
Matrices (incidence, Hadamard, etc.)
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05B25
Finite geometries, See also {51D20, 51Exx}
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05B30
Other designs, configurations, See also {51E30}
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05B35
Matroids, geometric lattices, See also {52B40, 90C27}
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05B40
Packing and covering, See also {11H31, 52C15, 52C17}
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05B45
Tessellation and tiling problems, See also {52C20, 52C22}
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05B50
Polyominoes
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05B99
None of the above but in this section
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05Cxx Graph theory, {For applications of graphs, See 68Q90, 68R10, 90C35, 94C15}
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05C05
Trees
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05C10
Topological graph theory, imbedding, See also {57M15, 57M25}
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05C12
Distance in graphs
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05C15
Chromatic theory of graphs and maps
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05C20
Directed graphs (digraphs), tournaments
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05C25
Graphs and groups, See also {20F32}
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05C30
Enumeration of graphs and maps
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05C35
Extremal problems, See also {90C35}
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05C38
Paths and cycles, See also {90B10}
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05C40
Connectivity
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05C45
Eulerian and Hamiltonian graphs
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05C50
Graphs and matrices
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05C55
Generalized Ramsey theory
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05C60
Isomorphism problems (reconstruction conjecture, perfect graphs, etc.)
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05C65
Hypergraphs
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05C70
Factorization, matching, covering and packing
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05C75
Structural characterization of types of graphs
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05C78
Graph labelling (graceful graphs, bandwidth, etc.)
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05C80
Random graphs
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05C85
Graph algorithms, See also {68Q20, 68R10}
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05C90
Applications
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05C99
None of the above but in this section
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05Dxx Extremal combinatorics
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05D05
Extremal set theory
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05D10
Ramsey theory
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05D15
Transversal (matching) theory
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05D99
None of the above but in this section
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05Exx Algebraic combinatorics
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05E05
Symmetric functions
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05E10
Tableaux, representations of the symmetric group, See also {20C30}
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05E15
Combinatorial problems concerning the classical groups, See also {22E45, 33C80}
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05E20
Group actions on designs, geometries and codes
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05E25
Group actions on posets and homology groups of posets, See also {06A09}
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05E30
Association schemes, strongly regular graphs
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05E35
Orthogonal polynomials, See also {33C45, 33C50, 33D45}
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05E99
None of the above but in this section
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Letzte Änderung: 10. Nov. 2010