Asian Pacific Mathematics Olympiads 1989-2000
With innovative regulations and procedures, the Asian Pacific Mathematics Olympiads (APMO) have become a model for regional competitions around the world...
Bulgarian Mathematics Competition 1992–2001
The Bulgarian Mathematics Competition has become one of the most difficult and interesting competitions in the world. It is unique...
Chinese Mathematics Competitions and Olympiads Book 1 1981-1993
This book contains the problems and solutions of two contests: the Chinese National High School Competition and the Chinese Mathematical...
Chinese Mathematics Competitions and Olympiads Book 2 1993-2001
This book is a continuation of the earlier volume and covers the years 1993 to 2001.
This book contains the...
Chinese Mathematics Competitions and Olympiads Book 3 2001-2009
This collection contains problems and solutions from 2011–2009 Chinese National High School Competition and the Chinese Mathematical Olympiad, presented in...
Hungary-Israel Mathematics Competition: The First 12 Years
This book summarises the first 12 years of the Hungary-Israel Mathematics Competition (1990 to 2001) and includes the problems and complete...
International Mathematical Olympiads 1959–1977
Every year 100 of the most mathematically talented high school students in the country compete in the USA Mathematical Olympiad...
International Mathematical Talent Search Part 1
George Berzsenyi sought to emulate KoMaL (the long-established Hungarian journal) in fostering a problem-solving program in talent development, first with...
International Mathematical Talent Search Part 2
International Mathematics Tournament of Towns Book 1, 1980–1984
The International Mathematics Tournament of Towns is a problem solving competition in which teams from different cities are handicapped according...
International Mathematics Tournament of Towns Book 2, 1984–1989
International Mathematics Tournament of Towns Book 3, 1989–1993
International Mathematics Tournament of Towns Book 4, 1993–1997
International Mathematics Tournament of Towns Book 5, 1997–2002
International Mathematics Tournament of Towns Book 6, 2002–2007
Introduction to Inequalities
The subject of inequalities provides a rich source of material for mathematics competitions. The difficulty in problem-solving is usually that...
Polish and Austrian Mathematical Olympiads 1981-1995
This is a rich collection of problems from the national Olympiads of Austria and Poland, which both have exceptionally strong...
USSR Mathematical Olympiads 1989–1992
Arkadii Slinko, now at the University of Auckland, was one of the leading figures of the USSR Mathematical Olympiad Committee...
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Challenge! Book 1, 1991–1998
Problems to Solve in Middle School Mathematics, Book 2
The Australian Informatics Competition Book 1, 2005–2010
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