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

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

Time asymptotics of ”two-particle” lattice systems // Communication Math. Phys. [with C Boldrighini, A. Pellegrinotti]

Об оценке для потенциала взаимодействия между двумя атомами // ТМФ, 2010, т. 162, №3, стр. 381-396 [В. А. Малышев, Р.А. Минлос]

Об одном новом приеме в теории рассеяния // Вестник Московского Университета. Математическая серия (принята к печати) [Э.Р. Акчурин, Р.А. Минлос]

Discrete-time random motion in a continiuous random medium // Stochastic Processes and their Applications 119 (2009) 3285-3299 [совм. с C. Boldrighini, A. Pellegrinotti]
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Object extraction using stochastic birth-and-death dynamics in continuum, Journal of Mathematical Imaging and Vision, Vol.33 (3), p. 347, 2009.

Ergodicity of non-equilibrium Glauber dynamics for interacting systems in continuum // Functional analysis, v. 258, n. 4 pp. 3097-3116

Random walks in random environment with Markov dependece on time.// Condensed Matter Physics 2008, vol.11, N 2, pp.209-221.

Object extraction using a stochastic birth-and death dynamic in continuum.// Journal of mathematical imaging and vision. DOI10.1007/s 10851-008-0117-y 2008

On non-equilibrium stochastic dynamics in interacting particle systems in continuum.// Journal of Functional Analysis 255, 2008, pp. 200-227.

Lower spectral branches of a spin-bozon model// J. Math. Phys, vol 49, N 10, 2008.

Asymptotic decay of correlation for a random walk on the lattice Z^d in interacting with Markov field // MMJ, vol.8, n. 3, 2008, pp. 419-431.

(совместно с Yu. Kondratiev, E. Zhizhina) Selforganizing birth-and-death stochastic systems in continuum.// Rev. Math. Phys. Vol. 20, 4 (2008), pp.451-492.

Jumps of particle in continuum random enviroment .//Markov process and related fields. 2008.

Спектр двучастичных связанных состояний трансфер-матрицы гибсовских полей (поля на трехмерной решетке) // Труды Моск. Мат. Общества вып. 69, 2008.

Нижняя ветвь спектра гамильтониана бесспиновой модели Паули-Фирца // Труды Московского математического общества, т. 69

Random walk in random (fluctuating) environment // Uspehi Mat. Nauk. v. 62, n.4, 2007. pp. 27-76 [together with C. Boldrighini, A. Pellegrinotti]

Lower spectral branches of a particle coupled to a bose field //Rev Math. Phys.

Directed polymers uo to L_2 threshold.// Markov Process. Relat. Fields, 12, N.3, 2006, pp. 474-508.

Asymptotic decay of correlations for random walk in ineraction with a Markov field // Moscow Mathematical Journal, Vol 5, n. 3, 2005, pp. 507-522 [together with C. Boldrighini, F.Nardi and A. Pellegrinotti]

The spectrum of two-particle bound states for the Gibbsian f ields (the fields on 2dimensional lattice) // Functional Anal. and Appl. (in Russian) Vol.39, N1,2005, pp39-55 [together with E. Lakshtanov]

One–particle subspace of the Glauber dynamics generator for continuous particle systems. // Rev. Math.Phys., Vol.19, N9, 2004, p.1073-1114.

The spectrum of two-particle bound states for the transfer-matrix of Gibbsian fields(an isolated bound state) // Functional Anal. and Appl. (in Russian) vol.38, n.3, 2004, pp. 202-214 [together with E. Lakshtanov]

Random walks in quenched i.i.d. space-time random environment are always a.s. diffusive // Prob. Theor. Relat. Fields, 129, 2004, pp. 133-156

Ground state properties of the Nel’son Hamiltonian-A Gibbs measure-based approach // in Rev. in Math. Phys., vol.14, n. 2

The infrared behavior in Nel’son model of a quantum particle coupled to a massless scalar field. // Annals of Inst. of H. Poincare, 3, 2002, pp.269-295

Leading Branches of the transfer-matrix spectrum for lattice spin systems (quasi-particles of different species) // J. St. Phys., vol.108, n 5/6, 2002, pp. 885-904.

Ground state properties of the Nel’son Hamiltonian-A Gibbs measure-based approach //Rev. in Math. Phys., vol.14, n. 2, 2002, pp.173-198

The infrared behavior in Nel’son" s model of a quantum particle coupled to a massless scalar field // Annals of Inst. of H. Poincare. , 3, 2002, pp.269-295 [H.Spohn, J.Lorinchi]

Analiticity of the Gibbs State fot a Quantum Anharmonic Crystal : No order Parameter. // Annals of Inst. of H.Poincare.3 (2002) pp. 921-938

Directed polymers in Markov random media // Markov Processes and Related Fields, 8, 2002, pp. 81-105

Gibbs measures for Brownian path under the effect of an external and small pair potential. // J. Stat. Phys., 105, N3/4, 2001, pp. 605-647

Ground state euclidean measures for quantum lattice systems on compact manifolds // Report on Math.Phys., vol.45, N 3, 2000, pp. 419-429 [together with S.Albeverio, Yu.G. Kondratiev, G.V. Shchepanuk]

One-and two-particle branches of spectrum of "many components" operators. // CMS. Proceedings of conf. in honor of S.Albeverio. Vol.28, 2000, pp. 271-182

The "corpuscular stucture" of the spectra of operators describing large systems. // “Math.Phys. 2000” Imperial College Press, 2000, pp. 151-169

One-particle branch of spectrum of Hamiltonian of lattice weak-coupling field with values on two-dimensional sphere // J.Math.Phys. v.41, 2000, pp. 1-23 [together with N.Angelescu, V.A. Zagrebnov]

Uniqueness problem for quantum lattice system with compact spins. // Letters in Math. Phys. 52, 2000, pp. 184-195 [together with S.Albeverio, Yu.G.Kondratiev, G.V.Shchepan"uk]

Exponential mixing for classical continuous systems.// CMS, Proceedings of conf. in honor of S.Albeverio, vol 28., 2000, pp. 243-254

The lower spectral branch of the generator of the stochastic dynamics for the classical Heisenberg model. // “AMS” Vol. 198, 2000, pp. 1-11

Gibbs states on space-time // Pub.Irma, Lille 1998, vol.46,n 7, Potential Analysis 13, 2000, pp. 367-408

Cental limit theorem for random walk in dynamical environment: integral and local. // Theory of Stochastic Processes,vol 5(21), n. 3-4, 1999, pp. 16-28 [together with C.Boldrighini, A. Pellegrinotti]