Origination of the Singular Continuous Spectrum in the Conflict Dynamical Systems by Karataieva, T., Koshmanenko, V.

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On the definition of singular bilinear forms and singular linear operators by Karwowski, W., Koshmanenko, V.D.

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Quasipoint spectral measures in the theory of dynamical systems of conflict by Koshmanenko, V. D., Кошманенко, В. Д.

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Full measure of a set of singular continuous measures by Koshmanenko, V. D., Кошманенко, В. Д.

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Reconstruction of the spectral type of limiting distributions in dynamical conflict systems by Koshmanenko, V. D., Кошманенко, В. Д.

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Theorem on Conflict for a Pair of Stochastic Vectors by Koshmanenko, V. D., Кошманенко, В. Д.

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Regularized approximations of singular perturbations from the $H_2$-class by Koshmanenko, V. D., Кошманенко, В. Д.

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New aspects of Krein`s extension theory by Brasche, J.F., Koshmanenko, V., Neidhardt, H.

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Characteristics of equilibrium states in the models of struggle between alternative opponents in the presence of external assistance only to individual players by Karataieva, T., Koshmanenko, V., Каратаєва, Тетяна, Кошманенко, Володимир

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Point spectrum in the equilibrium states of dynamic conflict systems and its role in the models of beliefs formation by Koshmanenko, V., Satur, O., Кошманенко, Володимир, Сатур, Оксана

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On characteristic properties of singular operators by Koshmanenko, V. D., Ota, S., Кошманенко, В. Д., Ота, Ш.

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On the definition of singular bilinear forms and singular linear operators by Karwowski, W., Koshmanenko, V. D., Карвовський, В., Кошманенко, В. Д.

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Hahn-Jordan decomposition as an equilibrium state of the conflict system by Koshmanenko, V. D., Petrenko, S. M., Кошманенко, В. Д., Петренко, С. М.

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Limit distributions of conflict dynamical system with point spectra by Voloshyna, V. O., Koshmanenko, V. D., Волошина, В. О., Кошманенко, В. Д.

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Problem of optimal strategy in the models of conflict redistribution of the resource space by Verigina, I. V., Koshmanenko, V. D., Веригіна, І. В., Кошманенко, В. Д.

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Jacobi matrices associated with the inverse eigenvalue problem in the theory of singular perturbations of self-adjoint operators by Koshmanenko, V. D., Tuhai, H. V., Кошманенко, В. Д., Тугай, Г. В.

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Singular Perturbations of Self-Adjoint Operators Associated with Rigged Hilbert Spaces by Bozhok, R. V., Koshmanenko, V. D., Божок, Р. В., Кошманенко, В. Д.

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Invariant points of a dynamical system of conflict in the space of piecewise-uniformly distributed measures by Koshmanenko, V. D., Kharchenko, N. V., Кошманенко, В. Д., Харченко, Н. В.

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On the structure of resolvent of singularly perturbed operator solving the problem of eigenvalues by Koshmanenko, V. D., Tuhai, H. V., Кошманенко, В. Д., Тугай, Г. В.

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On the Point Spectrum of Self-Adjoint Operators That Appears under Singular Perturbations of Finite Rank by Dudkin, M. Ye., Koshmanenko, V. D., Дудкін, М. Є., Кошманенко, В. Д.

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