Unique ergodicity of a collective random walk, Doklady Akademii Nauk, 448:6(2013), 629-632.

Emergence of collective behavior in dynamical networks, Discrete and Continuous Dynamical Systems - Series B (DCDS-B), 18:2(2013), 313-329

Exclusion processes in models of transport flows, Introduction in mathematical modeling of transport flows, ed. A.V.Gasnikov (Second edition, revised and enlarged), M:MCNMO, 2013, pp.200-225

On spectral resolution and eigenfunction expansion for Hamilton operators, p.11 in: 5 th St.Petersburg conference in Spectral Theory dedicated to the memory of M.Sh. Birman. Abstracts, St.Petersburg, Russia, 2013. Co-authored by A. Komech.

Асимптотическая устойчивость солитонов для нелинейных гиперболических уравнений, УМН, 68 (2013), вып. 2, 91-144 .

On nonlinear wave equations with parabolic potentials. Journal of Spectral Theory, 3 (2013), no.4, 485-503. ArXiv 1206.6073. Co-authored by A. Komech, S. Kopylov.

Dispersive estimates for 2D Dirac equation, Asymptotic Analysis, 84 (2013), 35-46.

Dispersive decay for the magnetic Schr"odinger equation, J. Funct. Analysis., 264 (2013), 735-751. ArXiv: 1204.1731. Co-authored by A. Komech.

On the spreading rate of the soliton perturbation for relativistic nonlinear wave equation, Comm. Math. Analysis, 4 (2013), no. 2, 95-102. Co-authored by A. Komech,Y. Karlovich, A. Merzon.

Local mean-field type perturbations of chaotic dynamical systems, International Conference "Analysis and Singularities" dedicated to the 75th anniversary of Vladimir Igorevich Arnold. Abstracts, Moscow 2012, 120-123.

Stochastic stability of traffic maps, Nonlinearity, 25:12 (2012), 3389-3408.

Discrete Time TASEP in Heterogeneous Continuum, Markov Processes Relat. Fields 18(2012), 531-552

Condensation versus independence in weakly interacting CMLs, Intellectual Archive Bulletin, ISSN 1929-1329, July 2012, 17pp.

Ergodicity of a collective random walk on a continuous circle, Probability theory and its applications, In Commemoration of the Centennial of B.V.Gnedenko, June 26-30, 2012, Book of Abstracts, 2012, 81-83.

Nontrivial invariant measures and statistics for exclusion type processes, Doklady Akademii Nauk (Russia), 442:3(2012), 295-299.

К вопросу о разрешимости в квадратурах фуксовых систем, УМН, 2012, Т. 67(3), С. 183-184.
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А .В. Акопян, Геометрия кардиоиды, Квант, 2012 №3, pp. 39-41.
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A. V. Akopyan and R. N. Karasev, “Kadets-Type Theorems for Partitions of a Convex Body”, Discrete & Comput. Geom., 48(3):766—776, 2012.
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A. V. Akopyan, “A short proof of the Collapsing Walls Lemma”, Discrete Mathematics, 312(10):1650—1651, 2012.
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A. V. Akopyan, “Conjugation of lines with respect to a triangle”, Journal of Classical Geometry, 1:23—31, 2012.
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А. В. Акопян, Г. А. Кабатянский и О. Р. Мусин, «Контактные числа, коды и сферические многочлены», Математическое просвещение. Третья Серия. Вып. 16, 57—74, 2012.
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On pointlike interaction betwen three particles: two fermions and another particle // ISRN Mathematical Physics, vol. 2012, article 10, 230245, p. 1-18
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Теория рассеяния для некоторого класса двучастичных операторов математической физики (случай слабого взаимодействия); совм. с Е.А. Акчуриным; Изв.РАН, Мат. серия, т. 76, №6

Dispersion estimates for magnetic Schroedinger and Klein-Gordon equations. Abstracts, 6-th European Congress of Mathematics. Krakow, Poland, 2012. Co-authored by A. Komech.

Dispersion estimates for magnetic Schr"odinger and Klein-Gordon equations. International Conference on Differential Equations and Dynamical Systems. Abstracts, Suzdal, Russia, 2012. Co-authored by A. Komech.

Dispersion estimates for magnetic Klein-Gordon equation. International Conference "Differential Equations and Application" in honour of Mark Vishik. Abstracts, Moscow, Russia, 2012.

On asymptotic stability of kinks for relativistic Ginzburg-Landau equation. Abstracts, International Workshop "Analysis, Operator Theory, and Mathematical Physics". Ixtapa, Mexico, 2012.

On long time decay for magnetic Schrödinger and Klein-Gordon equations, Proceedings of the Steklov Institute of Mathematics 278 (2012), 121-129.

On asymptotic stability of solitons in a nonlinear Schrödinger equation, Comm. Pure and Applied Analysis 11 (2012), no. 3, 1063-1079. ArXiv: 0807.1878. Co-authored by A. Komech, D. Stuart.

Dispersion Decay and Scattering Theory John Wiley & Sons, Hoboken, NJ, 2012. Co-authored by A. Komech.

Influence of obstacles to simple traffic flows, Ninth Internat. Conf. on Traffic and Granular Flows, Book of Abstracts, 2011, 324-327.

On convergence to equilibrium distribution for Dirac equation, Markov Processes Relat. Fields 17 (2011), 523-540. ArXiv: 1201.6221. Co-authored by A. Komech.

К результату Ильяшенко-Хованского о разрешимости в квадратурах фуксовых систем с малыми коэффициентами, Труды конференции Информационные технологии и системы (ИТиС"11), г. Геленджик, 2 – 7 октября 2011г, страницы 385-387.
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On asymptotic stability of kink for relativistic Ginsburg-Landau equation, Arch. Rat. Mech. and Analysis, 202 (2011), no. 2, 213-245. ArXiv: 0910.5539. Co-authored by A. Komech.

On asymptotic stability of moving kink for relativistic Ginsburg-Landau equation, Comm. Math. Phys. 302 (2011), no. 1, 225-252. ArXiv: 0910.5538. Co-authored by A. Komech.

Solutions of the Schlesinger equation in a neighborhood of a singular point, Abstracts of International Mathematical Conference «50 Years of IPPI», 2011.
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Exclusion type spatially heterogeneous processes in continuum, J. Stat. Mech. (2011) P06016

Self-Consistent Mappings and Systems of Interacting Particles, Doklady Akademii Nauk (Russia), 436:3(2011), 295-–298

On asymptotic stability of kinks for relativistic Ginsburg-Landau equation, p. 17-18 in: The third St.Petersburg Conference in Spectral Theory dedicated to the memory of M.Sh. Birman. Abstracts, St.Petersburg, Russia, 2011.

On asymptotic stability of kinks for relativistic Ginsburg-Landau equation, p. 65-66 in: International Conference "Differential Equations and Related Topics" dedicated to I.G. Petrovskii. Abstracts, Moscow, Russia, 2011.

Weighted energy decay for 1D Dirac equation, Dynamics of PDE, 8 (2011) no.2, 113-125.

Scattering of solitons for Dirac equation coupled to a particle, J. Math. Anal. Appl., 383 (2011), 265-290. Co-authored by A. Komech, H. Spohn.

On long-time decay for modified Klein-Gordon equation, Comm. Math. Analysis, Conference 03, 137-152.

Об аддитивных сдвигах мультипликативных подгрупп, Матем. сб., принята в печать 2011 (On additive shifts of multiplicative subgroups, 2011, arXiv:1102.1172).
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Проблема Римана–Гильберта для скалярных фуксовых уравнений и родственные задачи, УМН, 2011, Т. 66, В. 1(397), страницы 37–64.
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Spectral expansion of the Transfer Matrices of Gibbs Fields. // Reviews in Mathematics and Mathematical Physics. Vol. 2, part 2. Cambridge Scientific Publishers (in press)

On point-like interaction between n fermions and another particle // Moscow Mathematicl Journal, vol. 1

Apparent singularities of Fuchsian equations and the Painlevé property for Garnier systems, J. Geom. Phys., 2011, V. 61(12), P. 2419-2435.
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Pablo A. Ferrari, Eugene A. Pechersky, Valentin V. Sisko and A. A. Yambartsev, Gibbs Random Graphs on Point Processes, Journal of Mathematical Physics, 51, 11, 2010

E. Pechersky, E. Petrova, and S. Pirogov. Phase Transitions of Laminated Models at any Temperature, Moscow Math. Journal, 10, 4, 2010