The Institute of Mathematics and Informatics (IMI) at the Bulgarian Academy of Sciences opens a call for nominations for the IMI Mathematics Prize for the year 2023 for excellent achievements in Mathematics. The candidates must be Bulgarian citizens and must not have completed 40 years of age before January 1st, 2023.
The IMI award is a metal statuette, accompanied by a diploma and a cash prize. Funds for the premium are raised through donations. Details about the Prize and the nominations procedure can be found in the Statute of the Prize.
The members of the IMI Prize Committee for 2023 are:
- Julian Revalski, President of the Bulgarian Academy of Sciences, Bulgaria and Institute of Mathematics and Informatics at the Bulgarian Academy of Sciences, Bulgaria – Chairman of the Prize Committee
- Gilles Godefroy, CNRS, France
- Martin Kassabov, University of Cornell, USA
- Ludmil Katzarkov, University of Miami, USA and Institute of Mathematics and Informatics at the Bulgarian Academy of Sciences, Bulgaria
- Edward Saff, Vanderbilt University, USA, Foreign Member of the Bulgarian Academy of Sciences
The deadline for nominations is May 15th, 2023. Nominations should be sent via e-mail to the Chairman of the Prize Committee at revalski@math.bas.bg.
Nominations must include the following:
- Name, date of birth and affiliation of the nominee;
- A brief description of the nominee’s most significant contributions presented in a language comprehensible to mathematicians from various fields;
- List of most significant selected works (no more than 10).
For the first time, the Prize was awarded in 2014 to Martin Kassabov, a Professor at the University of Cornell, USA. In 2017, during the International Conference Mathematics Days in Sofia, the prestigious award was presented to Kiril Dachev, professor of mathematics at Purdue University, USA. The first woman recipient of the IMI Award is Greta Panova, associate professor at the University of Southern California, USA, who received the award in 2020.
More about the laureates read here.