Applied Combinatorics with Problem Solving |
Contents
Combinatorial Problem Solving | 1 |
Basic Counting Principles | 42 |
The Principle of InclusionExclusion | 88 |
Copyright | |
9 other sections not shown
Common terms and phrases
a₁ a₂ adjacent ADVANCED PROBLEMS arrangements assigned balls bipartite graph breadth first search chosen coefficient coins color combinatorics Compute the number connected graph consecutive Consider contains count the number counting procedure cycle degree denote different objects digits digraph directed graph elements equal equation equivalence classes Eulerian circuit Example exponential generating function Find the number formula graph G Hamiltonian Hamiltonian cycle Hamiltonian path Hint identical induction integer solutions k-combination labeled least lexicographic order linear recurrence relation Multiplication Principle nonnegative integer number of different number of objects number of outcomes number of partitions number of sequences obtain permutation planar graph polynomial positive integer possible Principle of Inclusion-Exclusion Proof Puzzle recurrence relation represent rotation satisfy Section selection sequences of length Show simple graph solve spanning tree subsets summands Suppose THEOREM total number tournament vertex vertices weighted graph x₁