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Swedish MO

 
CMO | Swedish MO | KMO-M | KMO-H | KMO-F | ¡ÙChinese MO | ¡ÙRussian MO | ¡ÙUSAMO | Vietnam MO | Indian MO | Bulgarian MO | Iranian MO | Romanian MO | Junior Balkan MO | Balkan MO | APMO | Baltic Way MO | Austrian-Polish MO | ¡ÚIMO | ¡ÚIMO Lists | Bay Area MO | British MO | Cze-Pol-Slk Match | Hungary-Israel MC | Iberoamerican MO | Mediterranean MC | Nordic MC | Pan African | Centroamerican MO | Kazakhstan Intl | Donova MO | Cono Sur MO | Tuymaada Yakut MO | Taiwan MO | Ukraine | Kurschak-Eotvos Competition(HunMO) | Putnam MC | JapanMO | Belarusian MO | Irish MO | Romanian Masters | Zhautykov Olympiad | ¡ÚTournament of the Towns | German Federal Mathematical Competition | Hellenic MO(Greece) | Australia MO | °úÇÐ ¿Ã¸²ÇǾƵå | Á¤º¸ ¿Ã¸²ÇǾƵå
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½º¿þµ§ ¼öÇÐ ¿Ã¸²ÇǾƵå Á¦1ȸºÎÅÍ Á¦24ȸ±îÁöÀÇ ¹®Á¦ ¸ðÀ½ÀÔ´Ï´Ù.

Swedish Mathematical Olympiads

There have been 6 problems a year in the final round, except for six early years when there were 5. Many thanks to Daniel Lindhardt for finding and translating the problems. There are 252 problems to date.

The problems I have looked at so far seem similar in difficulty to the Canadian olympiads.

 

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John Scholes
jscholes@kalva.demon.co.uk
23 Sep 2003
Last corrected/updated 11 Jan 04