Proof and the Art of Mathematics

Examples and Extensions

ISBN: | Copyright 2020

Click here to preview

Instructor Requests

Ancillaries
Tabs
Expand/Collapse All
Title Page (pg. i)
Title (pg. iii)
Contents (pg. v)
Preface (pg. vii)
About the Author (pg. viii)
I A Classical Beginning (pg. 1)
2 Multiple Proofs (pg. 9)
3 Number Theory (pg. 15)
4 Mathematical Induction (pg. 21)
5 Discrete Mathematics (pg. 31)
6 Proofs without Words (pg. 41)
7 Theory of Games (pg. 49)
8 Pick's Theorem (pg. 57)
9 Lattice-Point Polygons (pg. 63)
10 Polygonal Dissection Congruence Theorem (pg. 75)
11 Functions and Relations (pg. 83)
12 Graph Theory (pg. 93)
13 Infinity (pg. 103)
14 Order Theory (pg. 111)
15 Real Analysis (pg. 117)