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 | | | |  | | | Product Details
Format: Paperback, 1st ed., 288 pages
Publisher: McGraw-Hill Professional
ISBN: 007003575X
Release Date: Jan 11, 1994
| |  | | | In Brief Schaum's Outlines contains the solutions to hundreds of problems covered in any college course. This guide covers key concepts in the Sum Rule and the Product Rule , Permutations and Combinations, The Pigeonhole Principle , Generalized Permutations and Combinations , Sequences and Selections , The Inclusion , Exclusion Principle,Generating Functions and Partitions of Integers , The Distribution Problem in Combinatorics , Recurrence Relations , Group Theory in Combinatorics, Including the Burnside-Frobenius Theorem , Permutation Groups and their Cycle Indice and Polya's Enumeration Theorems
| | | | From The Publisher Combinatorial and graph-theoretic principles are used in many areas of pure and applied mathematics and also in such fields as electric circuit theory (graph theory,in fact,grew out of Kirchoff's Laws) and quantum physics. Finite element methods,now important in civil engineering,are in part graph-theoretic. Dr. Balakrishnan's book will treat,via its compendium of solved problems,some of the major (programmable) algorithms of graph theory,and,in a separable chapter,will deal with applications of the very powerful Polya Counting Theorem.
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 | | | | | Be the first to rate this book! Number of Reviews: 0 | | | |  | | | The Sum Rule and the Product Rule. Permutations and Combinations. The Pigeonhole Principle. Generalized Permutations and Combinations. Sequences and Selections. The Inclusion-Exclusion Principle. Generating Functions and Partitions of Integers. The Distribution Problem in Combinatorics. Recurrence Relations. Group Theory in Combinatorics - Including The Burnside-Froberius Theorem. Permutation Groups and Their Cycles Indices and Polya's Enumeration Theorems.
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| | | | | | Keywords Combinatorial analysis, Outlines, syllabi, etc, Combinatorics, Study Guides, Study Aids, Discrete Mathematics, Calculus, Outlines, syllabi, etc, Combinatorial analysis
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