![]() A., Unitary equivalence conditions for commutative symmetric algebras in the Pontryagin space Ilk, Trudy Moskov. A., On the unitary equivalence conditions for commutative symmetric algebras in the space Ilk, Dokl. A., On the unitary representations of locally-bicompact groups in the space III, Dokl. A., Analog of Stone's theorem in a space with indefinite metric, Dokl. A., On the structure of the unitary representations of locally-bicompact groups and symmetric representations of algebras in the Pontryagin spaces Ilk, Izv. A., On the structure of the unitary representations of locally-bicompact groups in the space II I, Izv. A., On commutative algebras of operators in the space Ilk, Dokl. A., On the representations of commutative symmetric Banach algebras and commutative topological groups in the space Ilk, Dokl. A., On commutative algebras of operators in the space III, Dokl. ![]() A., Unitary representations of solvable groups in spaces with indefinite metric, lzv. A., On commutative unitary operators in the space llx, Dokl. I., Commutative symmetric algebras of operators in a Pontryagin space, Izv. I., Banach commutative symmetric algebras of operators in the Pontryagin space III, Dokl. A., A commutative family of operators in a space with indefinite metric, Mat. K., On invariant subspaces of linear operators acting in a space with indefinite metric, Dokl. K., On the spectral function of a self-adjoint operator in a space with indefinite metric, Dokl. G., A new application of the fixed-point principle in the theory of operators in a space with indefinite metric, Dokl. G., An application of the fixed-point principle in the theory of linear transformations of spaces with indefinite metric, Usp. S., On the linear representations of the group SL(2, R), Mat. S., Elementary spherical functions on the group SL(2, P) over a field P which is not locally compact, with respect to a subgroup of metrices with integral elements, Izv. S., Irreducible representations of the discrete group SL(2, P) which are unitary in the indefinite metric, Izv. S., Unitary representations of the Lorentz group in a space with indefinite metric, Izv. S., Description of the unitary representations of the Lorentz group in a space with indefinite metric, Dokl. S., Rings of operators in a space with indefinite metric, Dokl. G., Spectral theory of operators in spaces with indefinite metric (II), Trudy Moskov. G., Spectral theory of operators in spaces with indefinite metric (I), Trudy Moskov. P., Linear representations of the Lorentz group, D.k. Ya., Nondecomposable representations of the Lorentz group, Usp. I., Theory of Representations and Automorphic Functions, Nauka, Moscow (1966), 512 pages. I., Integral Geometry and Related Aspects of the Theory of Representations, Fizmatgiz, Moscow (1962), 656 pages.
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