Поисковый запрос: <.>A=Khromov, $<.> |
Общее количество найденных документов : 8
Показаны документы с 1 по 8 |
>1.
| Khromov A. P. The Steinhaus theorem on equiconvergence for functional-differential operators/A. P. Khromov, M. S. Burlutskaya // Mathematical Notes, 2011. т.Vol. 90,N № 1.-С.20-31
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>2.
| Kurdyumov V. P. Riesz bases of eigenfunctions of integral operators with kernels discontinuous on the diagonals/V. P. Kurdyumov , A. P. Khromov // Izvestiya: Mathematics, 2012. т.Vol. 76,N № 6.-С.1175-1189
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>3.
| Burlutskaya M. S. Refined asymptotic formulas for eigenvalues and eigenfunctions of the dirac system/M. S. Burlutskaya, V. P. Kurdyumov , A. P. Khromov // Doklady Mathematics, 2012. т.Vol. 85,N № 2.-С.240-242
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>4.
| Khromov A. P. On the convergence of the Lavrent'ev method for an integral equation of the first kind with involution/A. P. Khromov, G. V. Khromova // Proceedings of the Steklov Institute of Mathematics, 2013. т.Т. 280,N suppl. 1.-С.88-97
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>5.
| Khromov A. P. Functional differential operators with involution and dirac operators with periodic boundary conditions/A. P. Khromov // Doklady Mathematics, 2014. т.Vol. 89,N is. 1.-С.8-10
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>6.
| Корнев В. В. Резольвентный подход в методе Фурье для волнового уравнения в несамосопряженном случае/В. В. Корнев, А. П. Хромов // Журнал вычислительной математики и математической физики, 2015. т.Т. 55,N № 7.-С.1156-1167;Computational Mathematics and Mathematical Physics, 2015. т.Vol. 55,N № 7.-С.1138-1149
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>7.
| Kornev V. V. Resolvent approach to the fourier method in a mixed problem for the wave equation/V. V. Kornev, A. P. Khromov // Computational Mathematics and Mathematical Physics, 2015. т.Vol. 55,N no. 4.-С.P. 618-627
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>8.
| Burlutskaya M. S. The resolvent approach for the wave equation/M. S. Burlutskaya, A. P. Khromov // Computational Mathematics and Mathematical Physics, 2015. т.Vol. 55,N No. 2.-С.227-239
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