Lie-algebraic structure of integrable nonlinear dynamical systems on extended functional manifolds by Pritula, N. N., Притула, М. М.

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Analysis of integrability of the generalyzed Kadomtsev-Petviashvili type model by Pritula, N. N., Притула, Н. Н.

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Finite-Dimensional Nonlocal Reductions of the Inverse Korteweg–de Vries Dynamical System by Vorobyova, O. V., Pritula, N. N., Воробйова, О . В., Притула, М. М.

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The fifteenth scientific session of mathematical commission of the Shevchenko Scientific Society by Pritula, N. N., Samoilenko, A. M., Притула, М. М., Самойленко, А. М.

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Nonlinear integrable systems related to the elliptic lie—baxter algebra by Pritula, N. N., Sidorenko, Yu. M., Strampp, W., Притула, М. М., Сидоренко, Ю. М., Штрамп, В.

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Differential-geometric structure and the Lax – Sato integrability of a class of dispersionless heavenly type equations by Hentosh, О. Ye., Pritula, N. N., Prykarpatsky, Ya. A., Гентош, О. Є., Притула, М. М., Прикарпатський, Я. А.

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Quantum Lee algebra of currents is a universal algebraic structure of symmetries of quite integrable dynamic systems by Fil , B. N., Prikarpatsky , A. K., Pritula , N. N., Филь , Б. Н., Прикарпатский , А. К., Притула , Н. Н.

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