Principles of Mathematical Problem Solving
Martin J. Erickson, Joe Flowers
(página de Martin Erickson : erickson.sites.truman.edu)
Pearson | 1998 | 252 Páginas | djvu | 3 Mb
Contents
Preface
1 Data
2 Direct and Indirect Reasoning
3 Contradiction
4 Induction
5 Specialization and Generalization
6 Symmetry
7 Parity
8 Various Moduli
9 Pigeonhole Principle
10 Two-Way Counting
11 Inclusion–Exclusion Principle
12 Algebra of Polynomials
13 Recurrence Relations and Generating Functions
14 Maxima and Minima
15 Means, Inequalities, and Convexity
16 Mean Value Theorems
17 Summation by Parts
18 Estimation
19 Deus Ex Machina
20 More Problems
Glossary
Bibliography
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