美国新数学丛书-New mathematical library
1.Numbers: Rational and Irrational
2.What Is Calculus About?
3.An Introduction to Inequalities
4.Geometric Inequalities
5.The Contest Problem Book I: Annual High School Mathematics Examinations 1950–1960
6.The Lore of Large Numbers
7.Uses of Infinity
8.Geometric Transformations I
9.Continued Fractions
10.
11.Hungarian Problem Book I: Based on the Eötvös Competitions, 1894–1905
- Hungarian Problem Book II: Based on the Eötvös Competitions, 1906–1928
13.Episodes from the Early History of Mathematics
14.Groups and Their Graphs
15.Mathematics of Choice: How to Count without Counting
16.From Pythagoras to Einstein
17.The Contest Problem Book II: Annual High School Contests 1961–1965
18.First Concepts of Topology: The Geometry of Mappings of Segments, Curves, Circles, and Disks
19.Geometry Revisited
20.Invitation to Number Theory
Oystein Ore
21.Geometric Transformations II
22.Elementary Cryptanalysis: A Mathematical Approach, Second Edition
23.Ingenuity in Mathematics
24.Geometric Transformations III
25.The Contest Problem Book III
26.Mathematical Methods in Science
27.International Math Olympiads: 1959–1977
28.The Mathematics of Games and Gambling: Second Edition
29.The Contest Problem Book IV: Annual High School Mathematics Examinations, 1973–1982
30.The Role of Mathematics in Science
31.International Mathematical Olympiads 1978–1985: and forty supplemental problems
32.Riddles of the Sphinx : And Other Mathematical Puzzle Tales
33.USA Mathematical Olympiads 1972-1986
34.Graphs and Their Uses
35.Exploring Mathematics with Your Computer
36.Game Theory and Strategy
37.Episodes in Nineteenth and Twentieth Century Euclidean Geometry
38.Contest Problem Book V : American High School Mathematics Examinations and American Invitational Mathematics Examinations, 1983–1988
39.Over and Over Again
40.The Contest Problem Book VI: American High School Mathematics Examinations 1989-1994
41.The Geometry of Numbers
42.Hungarian Problem Book III: Based on the Eötvös Competitions, 1929–1943
43.Mathematical Miniatures
44.Geometric Transformations IV: Circular Transformations
45.When Life is Linear: From Computer Graphics to Bracketology
46.The Riemann Hypothesis
47.Portal through Mathematics: Journey to Advanced Thinking
48.Exercises in (Mathematical) Style: Stories of Binomial Coefficients
49.Invitation to Number Theory: Second Edition
50.Exercises in (Mathematical) Style: Stories of Binomial Coefficients
51.Invitation to Number Theory: Second Edition
52.Portal through Mathematics: Journey to Advanced Thinking
53.The Contest Problem Book VI: American High School Mathematics Examinations 1989-1994
54.Hex: A Playful Introduction
Ryan B. Hayward : University of Alberta, Edmonton, AB, Canada
55.Lost in the Math Museum: A Survival Story
Colin Adams : Williams College, Williamstown, MA
56.Exploring Discrete Geometry
Thomas Q. Sibley : St. John’s University, Collegeville, MN
1，Numbers: Rational and Irrational by Ivan Niven
2，What is Calculus About? by W. W. Sawyer
3，An Introduction to Inequalities by E. F. Beckenbach and R. Bellman
《不等式入门》中文版 PDF
4，Geometric Inequalities by N. D. Kazarinoff
《几何不等式》中文版 PDF
5，Uses of Infinity by Leo Zippin
《无限的用处》中文版 PDF
6， Geometric Transformations I by I. M. Yaglom
《几何变换 1》中文版 PDF
7，Geometric Transformations II by I. M. Yaglom
《几何变换 2》中文版 PDF
8，Geometric Transformations III by I. M. Yaglom
《几何变换 3》中文版 PDF
9，Geometric Transformations IV by I. M. Yaglom
10，Continued Fractions by Carl D. Olds
《连分数》中文版 PDF
11，Episodes from the Early History of Mathematics by A. Aaboe
《早期数学史选编》中文版 PDF
12，The Mathematics of Choice by Ivan Niven
13，From Pythagoras to Einstein by K. O. Friedrichs
14，First Concepts of Topology by W. G. Chinn and N. E. Steenrod
《拓扑学的首要概念》中文版 PDF
15，Geometry Revisited by H. S. M. Coxeter and S. L. Greitzer
《几何学的新探索》中文版 PDF
16，Invitation to Number Theory by Oystein Ore
《有趣的数论》中文版 PDF
17，Ingenuity in Mathematics by Ross Honsberger
《数学中的智巧》中文版 PDF
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