-
Tarski monster group is
necessarily simple. It was
shown by
Alexander Yu.
Olshanskii in 1979 that
Tarski groups exist, and that
there is a
Tarski p-group for...
-
Alexander Yu.
Olshanskii (Russian: Александр Юрьевич Ольшанский; born 19
January 1946, Saratov) is a Russian-American
mathematician renowned for his contributions...
-
exponent are
given for
instance by
Tarski monster groups constructed by
Olshanskii. Burnside's
problem is a
classical question that
deals with the relationship...
-
statement is the so-called von
Neumann conjecture,
which was
disproved by
Olshanskii in 1980
using his
Tarski monsters.
Adyan subsequently showed that free...
-
automorphisms of the unit disk D. A
semigroup H of Gc,
first considered by
Olshanskii (1981), can be
defined by the
geometric condition: g ( D ¯ ) ⊂ D . {\displaystyle...
- includes, in particular, the work of Jean-Camille Birget,
Aleksandr Olʹshanskiĭ,
Eliyahu Rips and Mark
Sapir essentially characterizing the possible...
-
Finite Groups and ****ociated Algebras. John
Wiley & Sons. pp. 256–262.
Olʹshanskiĭ, A. I︠U︡ (1991).
Geometry of
defining relations in groups. Dordrecht ;...
- Mathematics. Springer-Verlag, Berlin, 2001. ISBN 3-540-41158-5.
Alexander Yu.
Olʹshanskii,
Geometry of
defining relations in groups.
Translated from the 1989 Russian...
-
semigroups in the
complexification of the Lie group,
first studied by
Grigori Olshanskii. They are
naturally ****ociated with
Hermitian symmetric spaces and their...
- (grado). Barcelona:
Universitat de Barcelona.
Retrieved 13
September 2022.
Olshanskii, A. Yu. (1997). "On
subgroup distortion in
finitely presented groups"...
