Tag Archives: References for RMO

References for RMO, INMO and IMO

Below is a list of basic references for RMO, INMO and IMO:

  • Problem Primer for the Olympiad by C R Pranesachar, B J Venkatachala et al.
  • Higher Algebra by Hall and Knight
  • Higher Algebra by Bernard and Child
  • Plane Trigonometry Part I by S L Loney
  • A School Geometry by Hall and Stevens
  • An Introduction to Number Theory by Niven and Zuckermann
  • Elementary Number Theory by David M Burton
  • Problem Solving Strategies by Arthur Engel
  • Problems in Plane Geometry by Sharygin, MIR Publishers.
  • Combinatorics — Schaum Series
  • Mathematical Circles by Fomin et al.
  • An Excursion in Mathematics by M R Modak
  • Selected Problems and Theorems in Elementary Mathematics by Shklyarsky et al.
  • International Mathematical Olympiads, 1959-77, S. L. Greitzer.
  • International Mathematical Olympiads, 1978-85, M. S. Klamkin
  • USA Mathematical Olympiads, 1972-85, M. S. Klamkin
  • Mathematical Challenges for Olympiads, 2nd edition, C R Pranesachar et al.
  • An Excursion in Mathematics — M. R. Modak,
  • College Geometry — Howard Eve.
  • 1000 Mathematical Challenges — J N Kapur

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Nalin Pithwa