Difference between revisions of "IMO Shortlist"
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| − | Before the [[IMO]] is held, the IMO Problem Selection Committee takes the '''IMO LongList''' (the list of all proposed problems from all participating countries) and chooses between twenty and thirty problems. This list of twenty to thirty problems is known as the '''IMO Shortlist''', or the '''ISL'''. The final six [[IMO]] problems are chosen from the '''IMO Shortlist'''. A problem that is chosen by the IMO Problem Selection Committee for the '''IMO Shortlist''' is often referred to as having been '''shortlisted'''. | + | Before the [[IMO]] is held, the IMO Problem Selection Committee takes the '''IMO LongList''' (the list of all proposed problems from all participating countries) and chooses between twenty and thirty problems. This list of twenty to thirty problems is known as the '''IMO Shortlist''', or the '''ISL'''. The final six [[IMO]] problems are chosen from the '''IMO Shortlist'''. A problem that is chosen by the IMO Problem Selection Committee for the '''IMO Shortlist''' is often referred to as having been '''shortlisted'''. The shortlist problems are currently split into their respective subjects (Algebra, Combinatorics, Geometry, and Number Theory, abbreviated A, C, G, N respectively.) |
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Revision as of 18:50, 7 April 2008
| This is an AoPSWiki Word of the Week for March 28-April 5 |
Before the IMO is held, the IMO Problem Selection Committee takes the IMO LongList (the list of all proposed problems from all participating countries) and chooses between twenty and thirty problems. This list of twenty to thirty problems is known as the IMO Shortlist, or the ISL. The final six IMO problems are chosen from the IMO Shortlist. A problem that is chosen by the IMO Problem Selection Committee for the IMO Shortlist is often referred to as having been shortlisted. The shortlist problems are currently split into their respective subjects (Algebra, Combinatorics, Geometry, and Number Theory, abbreviated A, C, G, N respectively.) This article is a stub. Help us out by expanding it.
