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Number of items: **18**.

Ostrovskii, V. L.
(2013)
*On pairs of operators connected by a quadratic relation.*
Funktsional. Anal. i Prilozhen., 47
(1).
pp. 82-87.

Ostrovskii, V. L. and Turovskaya, L. B.
(1995)
*Representations of $*$-algebras, and multidimensional dynamical systems.*
Ukrain. Mat. Zh., 47
(4).
pp. 488-497.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1993)
*On pairs of unbounded selfadjoint operators associated with an algebraic relation.*
Ukrain. Mat. Zh., 45
(9).
pp. 1253-1258.

Ostrovskii, V. L.
(1993)
*Representations of a family of quadratic algebras with three generators.*
Selecta Math. Soviet., 12
(2).
pp. 119-127.

Ostrovskii, V. L. and Silvestrov, S. D.
(1992)
*Representations of real forms of the graded analogue of a Lie algebra.*
Ukrain. Mat. Zh., 44
(11).
pp. 1518-1524.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1991)
*Structure theorems for a pair of unbounded selfadjoint operators satisfying quadratic relation.*
Akad. Nauk Ukrain. SSR Inst. Mat. Preprint
(4).
pp. 1-25.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1989)
*Families of unbounded selfadjoint operators that are connected by non-Lie relations.*
Funktsional. Anal. i Prilozhen., 23
(2).
pp. 67-68.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1989)
*Representation of $*$-algebras with two generators and polynomial relations.*
Zap. Nauchn. Sem. Leningrad. Otdel. Mat. Inst. Steklov. (LOMI), 172
(Differ).
121-129, 171.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1989)
*Unbounded operators satisfying non-Lie commutation relations.*
Rep. Math. Phys., 28
(1).
pp. 91-104.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1988)
*Application of the projection spectral theorem to noncommuting families of operators.*
Ukrain. Mat. Zh., 40
(4).
pp. 469-481.

Berezanskii, Yu. M. and Ostrovskii, V. L. and Samoilenko, Yu. S.
(1988)
*Expansion in eigenfunctions of families of commuting operators, and representations of commutation relations.*
Ukrain. Mat. Zh., 40
(1).
pp. 106-109.

Ostrovskii, V. L.
(1986)
*Construction of quasi-invariant measures on a class of groups that are not locally compact.*
Ukrain. Mat. Zh., 38
(4).
pp. 524-526.

Ostrovskii, V. L.
(1986)
*Irreducible representations of a group of infinite upper triangular matrices.*
Ukrain. Mat. Zh., 38
(2).
255-259, 272.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1993)
*Pairs of bounded selfadjoint operators connected by a quadratic relation.*
In:
Mathematics today.
``Vishcha Shkola'', Kiev, pp. 98-114.

Ostrovskii, V. L. and Samoilenko, Yu. S.
(1992)
*Structure theorems for a pair of unbounded selfadjoint operators satisfying a quadratic relation.*
In:
Representation theory and dynamical systems.
Adv. Soviet Math., 9
.
Amer. Math. Soc., Providence, RI, pp. 131-149.

Ostrovskii, V. L.
(1989)
*Representations of a family of quadratic algebras with three generators.*
In:
Application of the methods of functional analysis in mathematical physics (Russian).
Akad. Nauk Ukrain. SSR, Inst. Mat., Kiev, pp. 94-103.

Ostrovskii, V. L.
(1988)
*A structure theorem for a pair of unbounded selfadjoint operators connected with a quadratic relation.*
In:
Boundary value problems for differential equations (Russian).
Akad. Nauk Ukrain. SSR, Inst. Mat., Kiev, pp. 89-91.

Ostrovskii, V. L.
(1984)
*An analogue of Nelson's theorem for nuclear nilpotent Lie algebras of currents.*
In:
Spectral theory of operators and infinite-dimensional analysis.
Akad. Nauk Ukrain. SSR, Inst. Mat., Kiev, pp. 120-131.