How to count : an introduction to combinatorics R.B.J.T. Allenby and Alan Slomson
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Item type | Current library | Call number | Status | Date due | Barcode |
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Mysore University Main Library | 511.6 ALL S (Browse shelf (Opens below)) | Available | 461346 |
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511.6 Combinatorics on words | 511.6 ABH Enumerative combinatorics of Young tableaux | 511.6 AIG Combinatorial theory | 511.6 ALL S How to count : an introduction to combinatorics | 511.6 BER Principles of combinatorics | 511.6 BER Combinatorial mathematics : | 511.6 BIL B New perspectives in algebraic combinatorics |
What's it all about? -- Permutations and combinations -- Occupancy problems -- The inclusion-exclusion principle -- Stirling and Catalan numbers -- Partitions and dot diagrams -- Generating functions and recurrence relations -- Partitions and generating functions -- Introduction to graphs -- Trees -- Groups of permutations -- Group actions -- Counting patterns -- Pólya counting -- Dirichlet's pigeonhole principle -- Ramsey theory -- Rook polynomials and matchings.
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