Features fresh approaches and broad coverage of topics especially suitable for high school and the first two years of college. The volumes in this series are an excellent source of enrichment material for teachers and students. Good mathematical reading.

*Series Editor: Karen Saxe*

**Books available for download include:**

NML44 Geometric Transformations IV

NML43 Mathematical Miniatures

NML42 Hungarian Problem Book III

NML41 Geometry of Numbers

NML40 Contest Problem Book VI

NML39 Over and Over Again

NML38 Contest Problem Book V

NML37 Episodes in 19th and 20th Century Euclidean Geometry

NML36 Game Theory and Strategy

NML34 Graphs and Their Uses

NML33 USA Mathematical Olympiads 1972–1986

NML32 Riddles of the Sphinx

NML31 International Mathematical Olympiads 1978–1985

NML30 The Role of Mathematics in Science

NML29 Contest Problem Book IV

NML28 Mathematics of Games and Gambling

NML27 International Mathematical Olympiads 1959–1977

NML26 Mathematical Methods in Science

NML25 Contest Problem Book III

NML24 Geometric Transformations III

NML23 Ingenuity in Mathematics

NML22 Elementary Cryptanalysis (2nd ed.)

NML21 Geometric Transformations II

NML20 Invitation to Number Theory

NML19 Geometry Revisited

NML18 First Concepts of Topology

NML17 Contest Problem Book II

NML16 From Pythagoras to Einstein

NML15 Mathematics of Choice

NML14 Groups and Their Graphs

NML13 Episodes from the Early History of Mathematics

NML12 Hungarian Problem Book II

NML11 Hungarian Problem Book I

NML10 has been replaced by NML34 Graphs and Their Uses

NML9 Continued Fractions

NML8 Geometric Transformations I

NML7 Uses of Infinity

NML6 The Lore of Large Numbers

NML5 Contest Problem Book I

NML4 Geometric Inequalities

NML3 An Introduction to Inequalities

NML2 What is Calculus About?

NML1 Numbers: Rational and Irrational

NML43 Mathematical Miniatures

NML42 Hungarian Problem Book III

NML41 Geometry of Numbers

NML40 Contest Problem Book VI

NML39 Over and Over Again

NML38 Contest Problem Book V

NML37 Episodes in 19th and 20th Century Euclidean Geometry

NML36 Game Theory and Strategy

NML34 Graphs and Their Uses

NML33 USA Mathematical Olympiads 1972–1986

NML32 Riddles of the Sphinx

NML31 International Mathematical Olympiads 1978–1985

NML30 The Role of Mathematics in Science

NML29 Contest Problem Book IV

NML28 Mathematics of Games and Gambling

NML27 International Mathematical Olympiads 1959–1977

NML26 Mathematical Methods in Science

NML25 Contest Problem Book III

NML24 Geometric Transformations III

NML23 Ingenuity in Mathematics

NML22 Elementary Cryptanalysis (2nd ed.)

NML21 Geometric Transformations II

NML20 Invitation to Number Theory

NML19 Geometry Revisited

NML18 First Concepts of Topology

NML17 Contest Problem Book II

NML16 From Pythagoras to Einstein

NML15 Mathematics of Choice

NML14 Groups and Their Graphs

NML13 Episodes from the Early History of Mathematics

NML12 Hungarian Problem Book II

NML11 Hungarian Problem Book I

NML10 has been replaced by NML34 Graphs and Their Uses

NML9 Continued Fractions

NML8 Geometric Transformations I

NML7 Uses of Infinity

NML6 The Lore of Large Numbers

NML5 Contest Problem Book I

NML4 Geometric Inequalities

NML3 An Introduction to Inequalities

NML2 What is Calculus About?

NML1 Numbers: Rational and Irrational