Problems

Below is a suggested list of problem books. Please email us to suggest books which should be added to this list.

• The USSR Olympiad Problem Book
  by N. Chentzov, et al.
  Excellent practice for advanced competitions such as the USAMO and IMO. Problems cover non-geometric topics such as number theory, inequalities, complex numbers, and more.


• USA and International Mathematical Olympiads
  by T. Andreescu & Z. Feng
  Problems and solutions from the USAMO & IMO. Written by two coaches of the United States IMO team.


• The Mandelbrot Competition First Five Years
  by S. Vandervelde
  An excellent introduction to mathematical writing for beginning and intermediate problem solvers; contains the Team Tests from the first five years of the Mandelbrot Competition (go to Resources page at the Mandelbrot site to learn how to purchase these past tests).


• Challenging Problems in Geometry
  by A. Posamentier, C. Salkind


• Mathematical Olympiads 1998-1999, Problems and Solutions from Around the World
  by T. Andreescu & Z. Feng
  Problems (some with solutions, some without) from 30 national and regional Olympiads from around the world.


• USA Mathematical Olympiads 1972-1986 Problems and Solutions
  by M. Klamkin


• The Canadian Mathematical Olympiad
  Problems from the Canadian Olympiad from 1969-1993.


• Mathematical Olympiad Challenges
  by T. Andreescu, R. Gelca, M. Saul
  Advanced problems from the coach of the United States IMO team and a producer of ARML.


• The Mathematical Olympiad Handbook
  by A. Gardiner
  Over 300 problems presented with solutions from the British Mathematics Olympiad.


• More Mathematical Challenges: Problems for the UK Junior Mathematical Olympiad
  by A. Gardiner, T. Gardiner.