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2019 |
1. |
Г. Л. Литвинов, А. Я. Родионов, С. Сергеев, А. Н. Соболевский, “Универсальные алгоритмы решения дискретных стационарных уравнений Беллмана”, Вестник российских университетов. Математика, 24:128 (2019), 393–431 |
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2016 |
2. |
K. Khanin, A. Sobolevski, “On Dynamics of Lagrangian Trajectories for Hamilton–Jacobi Equations”, Archive for Rational Mechanics and Analysis, 219 (2016), 861–885 , arXiv: 1211.7084 |
3. |
А. В. Крошнин, А. Н. Соболевский, “Барицентры Фреше и закон больших чисел для мер на вещественной прямой”, Труды МФТИ, 8:2 (2016), 112-125 |
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2015 |
4. |
Galina I. Rozhkova, Andrei N. Sobolevski, “Scientific Activity of Alfred Yarbus: The Stages of Research Work, Senior and Younger Colleagues, Conditions of Investigations”, Perception, 44:8-9 (2015), 837–850 http://pec.sagepub.com/content/44/8-9/837 |
5. |
Alexey Kroshnin, Andrei Sobolevski, Fréchet Barycenters and a Law of Large Numbers for Measures on the Real Line, 2015 , 17 pp., arXiv: 1512.08421 |
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2013 |
6. |
S. K. Nechaev, A. N. Sobolevski, O. V. Valba, “Planar diagrams from optimization for concave potentials”, Phys. Rev. E, 87 (2013), 012102 , 9 pp., arXiv: 1203.3248 |
7. |
Matteo Novaga, Andrei Sobolevski, Eugene Stepanov, “Droplet condensation and isoperimetric towers”, Pacific J. Math., 262:2 (2013), 457–480 (preprint: at CVGMT server) |
8. |
G. L. Litvinov, A. Y. Rodionov, S. N. Sergeev, A. N. Sobolevski, “Universal algorithms for solving the matrix Bellman equations over semirings”, Soft Computing, 17:10 (2013), 1767–1785 , arXiv: math/1209.5011 |
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2012 |
9. |
Julie Delon, Julien Salomon, Andrei Sobolevski, “Local Matching Indicators for Transport Problems with Concave Costs”, SIAM J. Discrete Math., 26:2 (2012), 801–827 , arXiv: 1102.1795 |
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2011 |
10. |
J. Delon, J. Salomon, A. Sobolevski, “Minimum-weight perfect matching for non-intrinsic distances on the line”, Теория представлений, динамические системы, комбинаторные методы. XX, Зап. научн. сем. ПОМИ, 390, ПОМИ, СПб., 2011, 52–68 ; Julie Delon, Julien Salomon, Andrei Sobolevski, “Minimum-weight perfect matching for non-intrinsic distances on the line”, J. Math. Sci. (N. Y.), 181:6 (2012), 782–791 , arXiv: 1102.1558 |
11. |
Grigory L. Litvinov, Victor P. Maslov, Anatoly Ya. Rodionov, Andrei N. Sobolevski, “Universal Algorithms, Mathematics of Semirings and Parallel Computations”, Coping with Complexity: Model Reduction and Data Analysis, Lecture Notes in Computational Science and Engineering, 75, eds. Alexander N. Gorban, Dirk Roose, Springer, 2011, 63–89 |
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2010 |
12. |
Julie Delon, Julien Salomon, Andrei Sobolevski, “Local matching indicators for concave transport costs”, C. R. Acad. Sci. Paris Sér I, 348:15 (2010), 901–905 , arXiv: 0912.0179 |
13. |
Konstantin Khanin, Sergei Nechaev, Gleb Oshanin, Andrei Sobolevski, Oleg Vasilyev, “Ballistic deposition patterns beneath a growing Kardar-Parisi-Zhang interface”, Phys. Rev. E, 82:6 (2010), 061107 , 10 pp., arXiv: 1006.4576 |
14. |
Konstantin Khanin, Andrei Sobolevski, “Particle dynamics inside shocks in Hamilton–Jacobi equations”, Phil. Trans. R. Soc. A, 368:1916, Theme Issue “Turbulent Mixing and Beyond” (Snezhana I. Abarzhi and Katepalli R. Sreenivasan, eds) (2010), 1579-1593 , arXiv: 1001.0498 |
15. |
Julie Delon, Julien Salomon, Andrei Sobolevski, “Fast Transport Optimization for Monge Costs on the Circle”, SIAM J. Appl. Math., 70:7 (2010), 2239–2258 , arXiv: 0902.3527 |
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2009 |
16. |
А. Н. Соболевский, “Выпуклый анализ, тропическая алгебра и обработка астрономических данных”, Исследования по выпуклому анализу, Математический форум (Итоги науки. Юг России), № 2, Южный математический институт Владикавказского научного центра РАН и Правительства Республики Северная Осетия-Алания, Владикавказ, 2009, 230–233 |
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2008 |
17. |
Roya Mohayaee, Andrei Sobolevski, “The Monge–Ampère–Kantorovich approach to reconstruction in cosmology”, Euler Equations: 250 Years On (Aussois, June 18–23, 2007), Physica D: Nonlinear Phenomena, 237, no. 14-17, 2008, 2145–2150 , arXiv: 0712.2561 |
18. |
Gregory Eyink, Uriel Frisch, René Moreau, Andrei Sobolevskiĭ, “General introduction”, Euler Equations: 250 years on (18–23 June 2007, Aussois, France), Physica D: Nonlinear Phenomena, 237, no. 14-17, 2008, xi–xv |
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