G. V. Belyi
Gennadii Vladimirovich Belyi (1951–2001, Template:Lang-uk, Russian: Геннадий Владимирович Белый) was a Soviet, Ukrainian, and Russian mathematician, known for Belyi's theorem on the representation of algebraic curves as Riemann surfaces and for the Belyi functions arising in that theorem.
Belyi was born on February 2, 1951, in Magnitogorsk, Russia, then part of the Soviet Union. His family moved from there to Ukraine, and he began his studies at the Kiev Physics and Mathematics School but moved from there to Moscow State University. After completing his studies in 1973 he returned to Ukraine, working in Kiev and then Lviv. He became a graduate student at the Steklov Institute of Mathematics in Moscow in 1975, and studied there under the supervision of Igor Shafarevich, earning a candidate degree in 1979. He then took a faculty position at Vladimir State University, in Vladimir, Russia, where he remained for the remainder of his career. He died on January 29, 2001, in Vladimir.[1][2]
Belyi won a prize of the Moscow Mathematical Society in 1981, and was an invited speaker at the International Congress of Mathematicians in 1986.[1]
References
- ^ a b Bogomolov, F. A.; Dubrovin, N. I.; Iskovskikh, V. A.; Kulikov, V. S.; Parshin, A. N.; Shafarevich, I. R. (2002), "Геннадий Владимирович Белый (некролог)", Rossiĭskaya Akademiya Nauk, 57 (5): 139–140, MR 1992084. Translated by Natalia Wilson (2002), "Gennadii Vladimirovich Belyi (obituary)", Russian Math. Surveys 57 (5): 981–983, doi:10.1070/RM2002v057n05ABEH000554.
- ^ Belyi Gennady, 1951 – 2001, Kiev Mathematical Society, retrieved 2012-09-07.
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