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| 11. | Lipschitz stability of Ɣ-FOCS and RC canonical Jordan bases of real H-selfadjoint matrices under small perturbations, with Sahinde Dogruer and Vadim Olshevsky, arXiv:2204.04639 |
| 10. | Existence of flipped orthogonal conjugate symmetrical bases for real H-selfadjoint matrices, with Sahinde Akgul Dogruer and Vadim Olshevsky, to appear in “Linear and Multilinear Algebra”, arXiv:2203.09877 |
| 9. | Gohberg-Kaashoek Numbers and Forward Stability of the Schur Canonical Form, with Evelyn Nitch-Griffin and Vadim Olshevsky, arXiv:2110.1534 |
| 8. | Backward Stability of the Schur Canonical Form, with Evelyn Nitch-Griffin and Vadim Olshevsky, arXiv:2108.02312 |
| 7. | A theorem of Joseph-Alfred Serret and its relation to perfect quantum state transfer, with Maxim Derevyagin and Nathan Sun, Expositiones Mathematicae, 39, Issue 3, September 2021, p. 480-499. |
| 6. | Integral identities for polyanalytic functions, with Olga D. Trofimenko, in: Abell M., Iacob E., Stokolos A., Taylor S., Tikhonov S., Zhu J. (eds) Topics in Classical and Modern Analysis, Applied and Numerical Harmonic Analysis, Birkhäuser, Cham, 2019, p. 279–291. |
| 5. | A continuation of solutions to convolution equations with the loss of smoothness, Lobachevskii Journal of Mathematics, 38, Issue 3, 2017, p. 488–493. |
| 4. | The nonintegrability of an extension of solutions to the convolution equation from Gevrey class, Transactions of Institute of Applied Mathematics and Mechanics, 2009, 19, p. 143–147 (in Ukrainian). |
| 3. | Theorems about non-integrability of an extension of solutions to the convolution equation, Bulletin of Donetsk National University – S. A. Natural sciences, 2009, 1, p. 21-24 (in Ukrainian). |
| 2. | On the character of nonintegrability for an extension of solutions of convolution equations, Transactions of Institute of Applied Mathematics and Mechanics, 2008, 18, p. 152–155 (in Russian). |
| 1. | The behavior of integral of an extension of solution to convolution equation, Transactions of Institute of Applied Mathematics and Mechanics, 2008, 17, p. 144–147 (in Russian). |