Applied combinatorial mathematics |
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Contents
INTRODUCTION | 1 |
TECHNIQUES FOR SIMPLIFYING LOGICAL | 32 |
PART IB COUNTING AND ENUMERATION | 65 |
Copyright | |
17 other sections not shown
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Common terms and phrases
algebra amino acids application assigned atoms barycentric coordinates block design bonds boundary Brouwer fixed-point theorem Chapter circuit coefficient column combinatorial complete computational configurations consider coordinates corresponding crystal cycle index defined denote determined diffraction digraphs dimer directed dynamic programming electrons elements enumeration equal equations equivalent example factors finite flip-flop function given go to step graphs Hadamard matrix Hence input integers labeled Latin squares lattice points linear mapping Math mathematical matrix method minimal molecule n-sequence n-simplex nodes nonnegative number of patterns objects obtained operation optimal oriented orthogonal pair parameters partition permutation group Pfaffian phase Polya's polygon polynomial positive possible probability proof protein quantum relation result schema sequence simplex solution Sperner's lemma Steiner triple system stopping-rule problem structure subdivision subset symmetry Table theorem theory total number trajectory unit cell variables vector vertex vertices
Bibliographic information
| Title | Applied combinatorial mathematics University of California engineering and physical sciences extension series Engineering and physical sciences extension series, California University. University at Los Angeles |
| Authors | Edwin F. Beckenbach, George Pólya |
| Editors | Edwin F. Beckenbach, George Pólya |
| Publisher | J. Wiley, 1964 |
| Original from | the University of Michigan |
| Digitized | Nov 20, 2007 |
| Length | 608 pages |
| Subjects | › Combinations (Mathematics) Combinatorial Analysis Combinatorial analysis Computers Electronic Digital Computers Electronic digital computers Mathematics / Combinatorics |
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