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Sergei Vladimirovich Konyagin (Russian: Серге́й Владимирович Конягин; born 25
April 1957) is a
Russian mathematician. He is a
professor of mathematics...
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arbitrarily large. This was
proved to be
correct in 2014 by Ford–Green–
Konyagin–Tao and, independently,
James Maynard. The
result was
further improved...
- infinite, and this was
proven in 2014 by
Kevin Ford, Ben Green,
Sergei Konyagin, and
Terence Tao, and
independently by
James Maynard. The two sets of authors...
- (N)}}=\infty .} The
equivalent problem for
divergence everywhere is open.
Sergei Konyagin managed to
construct an
integrable function such that for
every t one has...
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Alexander Volberg and Jean-Christophe
YoccozF 1989 no
prize 1990
Sergei Konyagin 1991
Curtis T.
McMullenF 1992
Mitsuhiro Shishikura 1993
Sergei Treil 1994...
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totient function. In
August 2014,
Kevin Ford, in
collaboration with Green,
Konyagin and Tao,
resolved a
longstanding conjecture of Erdős on
large gaps between...
- undetermined. The Erdős–Rankin
conjecture on
prime gaps,
proved by Ford, Green,
Konyagin, and Tao in 2014. The Erdős
discrepancy problem on
partial sums of ±1-sequences...
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record that has
since been surp****ed by only four
others including Sergei Konyagin and Noam Elkies.
Drinfeld entered Moscow State University in the same year...
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plane containing exactly two of the points.
Kevin Ford, Ben Green,
Sergei Konyagin,
James Maynard and
Terence Tao,
initially in two
separate research groups...
- are of the form 1/3 + c, and
represent refinements of the
arguments of
Konyagin and Shkredov.
Proof techniques involving only the Szemerédi–Trotter theorem...
