

London’s Global University
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29th IMC
to take place at the

Blagoevgrad, Bulgaria
1 - 7 August 2022
We are planning to hold the 29th IMC as a Hybrid Event from 1 to 7 August 2022, both In-Person in Blagoevgrad, Bulgaria, and On_Line.
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PRINCIPLE SPONSOR:
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PRIMARY SPONSORS:
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 AUBG Tour, Blagoevgrad
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This year's competition is organized by University College
London
and will be hosted by the American University in
Bulgaria. It will take place in Blagoevgrad, Bulgaria, 1 - 7 August 2022, if conditions allow. Otherwise it will again be ON-LINE as last year.
Traditionally every participating university sends several students and one or more Team Leaders. Individual students and teams of students, with or without a Team Leader, that do not represent any university are also welcome. Each Team Leader is expected to hold an academic position in some university level institution and participate in the marking of the work of all participants.
The competition is planned for students completing their first, second, third
or fourth year of university education with a maximum age of participants being 23 years of age at the time of the competition, although some exceptions can be made. There is no minimum age limit. Problems are from the fields of Algebra, Analysis (Real
and Complex), Geometry and Combinatorics. The working language is
English.
This is a residential competition and a condition of participation is that all participating students stay in the Hall of Residence provided by the organisers. Over the past twenty seven competitions we have had participants from over two hundred institutions from over fifty countries.
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Selection of the Problems The
problems are chosen at the Meeting of the Jury from those received
in advance by the President of the Jury, Professor John Jayne. |
Evaluation The students' work is
evaluated by Team Leaders and other Professors and Assistant
Professors using criteria provided by the Jury.
Rules and Regulations IMC Ethics Committee |
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. |
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