Difference between revisions of "IMO Problems and Solutions"

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* [[2012 IMO Problems/Problem 1 | Problem 1]] proposed by Evangelos Psychas, Greece
 
* [[2012 IMO Problems/Problem 1 | Problem 1]] proposed by Evangelos Psychas, Greece
 
* [[2012 IMO Problems/Problem 2 | Problem 2]] proposed by Angelo di Pasquale, Australia
 
* [[2012 IMO Problems/Problem 2 | Problem 2]] proposed by Angelo di Pasquale, Australia
* [[2012 IMO Problems/Problem 3 | Problem 3]] proposed by Canada
+
* [[2012 IMO Problems/Problem 3 | Problem 3]] proposed by David Arthur, Canada
 
* [[2012 IMO Problems/Problem 4 | Problem 4]] proposed by Liam Baker, South Africa
 
* [[2012 IMO Problems/Problem 4 | Problem 4]] proposed by Liam Baker, South Africa
 
* [[2012 IMO Problems/Problem 5 | Problem 5]] proposed by Josef Tkadlec, Czech Republic  
 
* [[2012 IMO Problems/Problem 5 | Problem 5]] proposed by Josef Tkadlec, Czech Republic  
* [[2012 IMO Problems/Problem 6 | Problem 6]] proposed by Serbia
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* [[2012 IMO Problems/Problem 6 | Problem 6]] proposed by Dušan Djukić, Serbia
 +
 
  
 
== Comment ==
 
== Comment ==

Revision as of 01:50, 14 July 2012

This page lists the authors and the proposing countries of the problems of the IMO.

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There was no IMO in 1980

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2012


Comment

This page lists the authors and the proposing countries of the problems of the IMO.

For many problems, the composers do not have the nationality of the proposing country. For instance, problem 2009/4 was proposed by Belgium, but only two of the three problem authors were Belgian, whereas the third is from South-Korea.

To the current moment, there is only a single IMO problem that has two distinct proposing countries: The if-part of problem 1994/2 was proposed by Australia and its only-if part by Armenia.

See also