-
Alexei Ivanovich Kostrikin (Russian: Алексей Иванович Кострикин) (12
February 1929 – 22
September 2000) was a
Russian mathematician,
specializing in algebra...
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included Yuri Manin,
Alexey Parshin, Igor Dolgachev,
Evgeny Golod,
Alexei Kostrikin,
Suren Arakelov, G. V. Belyi,
Victor Abrashkin,
Andrey Todorov, Andrey...
- each
element of G is a
divisor of 4, then G is finite. Moreover, A. I.
Kostrikin was able to
prove in 1958 that
among the
finite groups with a
given number...
-
Nepali official says". Reuters. May 8, 2022. "Russian
Climber Pavel Kostrikin Dies
Trying To
Scale Mount Everest". NDTV.com.
Retrieved March 10, 2023...
-
received his Ph.D. at
Moscow University in 1988
under supervision of
Alexei Kostrikin. He gave an
invited talk at the
International Congress of Mathematicians...
- 59–101. doi:10.1007/BFb0084585. ISBN 978-3-540-15195-1. Manin, Yuri;
Kostrikin,
Alexei I. (1989).
Linear algebra and geometry. London, England: Gordon...
- Algebra. – 2000. – V. 225, No.1. – P. 201–230.
Dzhumadildaev A.S., A.I.
Kostrikin,
Modular Lie algebras: new
trends //
Algebra (Proc.
Kurosh Conf. may,...
-
textbooks on
vector spaces and
linear algebra. For an
advanced treatment, see
Kostrikin &
Manin (1997).
Sally &
Vogan 1989. Teleman,
Constantin (2005). "Representation...
- Bokhut'; I.V. L'vov; V.K.
Kharchenko (1991). "I.
Noncommuative rings". In
Kostrikin, A.I.; Shafarevich, I.R. (eds.).
Algebra II.
Encyclopaedia of Mathematical...
- \operatorname {Sym} ^{k_{1}+k_{2}}(V)\right).} It can be
verified (as is done by
Kostrikin and Manin) that the
resulting product is in fact
commutative and ****ociative...
