Handbook of Enumerative Combinatorics

Handbook of Enumerative Combinatorics

Bona, Miklos

Taylor & Francis Ltd

10/2024

1086

Mole

9781032917313

Pré-lançamento - envio 15 a 20 dias após a sua edição

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Methods. Algebraic and Geometric Methods in Enumerative Combinatorics. Analytic Methods. Topics. Asymptotic Normality in Enumeration. Trees. Planar maps. Graph Enumeration. Unimodality, Log-Concavity, Real-Rootedness and Beyond. Words. Tilings. Lattice Path Enumeration. Catalan Paths and q; t-enumeration. Permutation Classes. Parking Functions. Standard Young Tableaux. Computer Algebra.
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Dyck Paths;Permutation Pi;spanning;Exponential Generating Function;tree;Tutte Polynomial;planar;Planar Graph;graph;Parking Function;matrix;Coxeter Groups;theorem;Formal Power Series;suffix;Domino Tilings;array;Set Partitions;permutation;Connected Graphs;bipartite;Lagrange Inversion Formula;Euler Cycle;Enumerative Combinatorics;Transfer Matrix Method;Hasse Diagram;Permutation Classes;Matrix Tree Theorem;Bijective Proof;Hankel Determinants;SYT;Suffix Array;Motzkin Paths;Hypergeometric Term;Incidence Algebra