International Mathematics Competition
for University Students
2009

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IMC 2009
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16th IMC 2009

Budapest, Hungary

25th - 30th July 2009

SPONSORS:

Princeton University Press | Springer UK | Cambridge University Press | Wolfram Research

*Competition Poster*


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Eötvös Loránd University
This year's competition is being co-organized by
University College London, the
Eötvös Loránd University and the
Budapest University of Technology and Economics. It will take place in Budapest, Hungary, from the 25th to the 30th of July, 2009. The competition is planned for students completing their first, second, third or fourth year of university education and will consist of 2 Sessions of 5 hours each. Problems will be from the fields of Algebra, Analysis (Real and Complex), Geometry and Combinatorics. The working language will be English. Over the previous fifteen competitions we have had students from over one hundred and seventy universities from forty three countries.

Budapest

Selection of the Problems

The problems will be chosen at the Meeting of the Jury from those received in advance by the President of the Jury, Professor John Jayne. The problems proposed should be precisely formulated and accompanied by a detailed solution. The problems should be in fields of Algebra, Analysis (Real and Complex) and Combinatorics. The problems given at the last fourteen Competitions can give a general idea of the level expected. Additional topics may also be included.

Evaluation

The students' work will be evaluated by Team Leaders and other Professors and Assistant Professors using criteria provided by the Jury.

Necessary Information

Participants are invited to confirm their intention to participate by the end of June 2009 using the On-Line Registration or sending E-mail to providing the following information: University: City, Country: Leader of the team (name, e-mail address): Students (number): Mailing address: e-mail address: and Fax number.

Groups

Although this is an individual event, the Universities traditionally divide their participants into groups of four each. The number of students in the teams is, however, not fixed. The professor who accompanies the students is expected to be a member of the Jury.
IMC
2009

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