R. Minlos

发表

Representations of the Rotation and Lorentz Groups and Their Applications

D. F. Johnston, R. A. Minlos, I. Gel'fand, 1965 .

Gibbs Random Fields

Vadim Malyshev, Robert A. Minlos, V. Malyshev, 1991 .

Random walks in a random (fluctuating) environment

C. Boldrighini, R. Minlos, A. Pellegrinotti, 2007 .

Leading Branches of the Transfer-Matrix Spectrum for Lattice Spin Systems (Quasi-Particles of Different Species)

E. Zhizhina, R. Minlos, 2002 .

Uniqueness Problem for Quantum Lattice Systems with Compact Spins

S. Albeverio, Y. Kondratiev, R. Minlos, 2000 .

Invariant k-particle subspaces of the hamiltonian of chiral lattice fields

R. Minlos, 1991 .

Feliks Aleksandrovich Berezin (obituary)

I. Gel'fand, R. Dobrushin, D. Leites, 1981 .

On spatial mutation-selection models

S. Pirogov, Y. Kondratiev, R. Minlos, 2013 .

Existence and Continuity of Pressure in Classical Statistical Physics

R. Minlos, R. L. Doerushin, 1967 .

Simulation and Optimization

Florent Lafarge, Xavier Descombes, Elena Zhizhina, 2013 .

THE PHENOMENON OF “PHASE SEPARATION” AT LOW TEMPERATURES IN SOME LATTICE MODELS OF A GAS. I

R. Minlos, Ja. G. Sinaĭ, 1967 .

Regularity of the gibbs limit distribution

R. Minlos, 1967 .

Limiting Gibbs' distribution

R. Minlos, 1967 .

Random Jumps in Evolving Random Environment

C. Boldrighini, Y. Kondratiev, R. Minlos, 2008 .

Ground state euclidean measures for quantum lattice systems on compact manifolds

S. Albeverio, Y. Kondratiev, R. Minlos, 2000 .

EXPONENTIAL MIXING FOR CLASSICAL CONTINUOUS

R. Minlos, Systemsyu, .. G. Kondratiev, 1999 .

Linear Infinite-Particle Operators

V. Malyshev, R. Minlos, 1995 .

The three - body problem in Radioactive decay: the case of one atom and at most two photons

H. Spohn, R. Minlos, 1996 .

Bound states of a cluster operator

R. Minlos, S. Lakaev, 1979 .

Roland L. Dobrushin (1929–1995)

Y. Sinai, R. Minlos, S. B. Shlosman, 1996, Ergodic Theory and Dynamical Systems.

Ground state properties of the Nelson Hamiltonian: A Gibbs measure-based approach

H. Spohn, V. Betz, R. Minlos, 2001, math-ph/0106015.

Lower branch of the spectrum of a fermion interacting with a bosonic gas (polaron)

R. Minlos, 1992 .

Gibbs random fields on a lattice: Definitions, existence, uniqueness, and phase transitions (a review of proceedings of the seminar on statistical physics at the faculty of mechanics and mathematics of the Moscow state university in 1962–1994)

E. A. Pecherskii, S. Pirogov, R. Minlos, 2014, Journal of Communications Technology and Electronics.

Uniqueness of the limit Gibbs distribution in one-dimensional classical systems

R. Minlos, G. M. Natapov, 1975 .

Representations of the Rotation and Lorentz Groups and Their Applications

R. A. Minlos, H. K. Farahat, I. Gel'fand, 1965 .

THE “CORPUSCULAR” STRUCTURE OF THE SPECTRA OF OPERATORS DESCRIBING LARGE SYSTEMS

R. Minlos, 2000 .

Exact solution of the BCS model

R. Minlos, I. A. Bernadskii, 1972 .

LOWER SPECTRAL BRANCHES OF A PARTICLE COUPLED TO A BOSE FIELD

V. Zagrebnov, R. Minlos, N. Angelescu, 2005, math-ph/0505009.

A system of three quantum particles with point-like interactions

R. Minlos, R A Minlos, 2014 .

A new method in the scattering theory

R. Minlos, È. R. Akchurin, 2010 .

Representations of the Rotation and Lorentz Groups and Their Applications

R. A. Minlos, I. Gel'fand, Z. Shapiro, 1965 .

Topics in Statistical and Theoretical Physics

R. L. Dobrushin, Robert A. Minlos, Anatoly M. Vershik, 1996 .

Contemporary Mathematical Physics

R. Dobrushin, A. Vershik, M. Shubin, 1996 .

On non-equilibrium stochastic dynamics for interacting particle systems in continuum

Yuri Kondratiev, Oleksandr Kutoviy, Robert A. Minlos, 2008 .

POLYNOMIALS IN LINEAR RANDOM FUNCTIONS

R. Dobrushin, R. Minlos, 1977 .

Asymptotics of correlation decrease for Gibbs spin fields

E. Zhizhina, R. Minlos, 1988 .

Infrared Regular Representation of the Three-Dimensional Massless Nelson Model

H. Spohn, R. Minlos, J. Lőrinczi, 2001, math-ph/0107004.

The Infrared Behaviour in Nelson's Model of a Quantum Particle Coupled to a Massless Scalar Field

H. Spohn, R. Minlos, J. Lörinczi, 2000, math-ph/0011043.

On point-like interaction of three particles: two fermions and another particle. II

R. Minlos, 2013, 1311.3925.

On Pointlike Interaction between Three Particles: Two Fermions and Another Particle

R. Minlos, 2012 .

The lower part of the spectrum of the Hamiltonian of the spinless Pauli-Fierz model (A two-component Bose field interacting with a charged particle)

R. Minlos, 2008 .

ESTIMATES OF SINGULAR NUMBERS OF INTEGRAL OPERATORS

R. Dobrushin, J. Lions, A. Skorokhod, 2017 .

Estimates of Ursell functions, group functions, and their derivatives

R. Minlos, S. Pogosyan, 1977 .

On Dobrushin’s Way. From Probability Theory to Statistical Physics

S. Shlosman, Y. Suhov, R. Minlos, 2000 .

LECTURES ON STATISTICAL PHYSICS

R. Minlos, 1968 .

Spectrum Analysis and Scattering Theory for a Three-Particle Cluster Operator

R. Minlos, A. Mogilner, 1986 .

Asymptotic decay of correlations for a random walk on the lattice $Z^d$ in interaction with a Markov field

C. Boldrighini, F. Nardi, R. Minlos, 2007 .

On the Spectrum of the Generator of an Infinite System of Interacting Diffusions

Y. Suhov, R. Minlos, 1999 .

Random walks in random environment with markov dependence on time

C. Boldrighini, R. Minlos, A. Pellegrinotti, 2008 .

Random walks in quenched i.i.d. space-time random environment are always a.s. diffusive

Alessandro Pellegrinotti, Robert A. Minlos, C. Boldrighini, 2004 .

Central limit theorem for the random walk of oneand two particles in a random environment, with mutualinteraction

C. Boldrighini, R. Minlos, A. Pellegrinotti, 1994 .

Random walk in fluctuating random environment with Markov evolution

Alessandro Pellegrinotti, C. Boldrghini, Robert A. Minlos, 2000 .

The one-particle energy spectrum of weakly coupled quantum rotators

Robert A. Minlos, V. Zagrebnov, R. Minlos, 2000 .

Gibbs States on Space-time

R. Minlos, H. Zessin, S. Rœlly, 2000 .

Construction of a one-dimensional quantum field by means of a continuous markov field

R. Dobrushin, R. Minlos, 1973 .

SELF-ORGANIZING BIRTH-AND-DEATH STOCHASTIC SYSTEMS IN CONTINUUM

Y. Kondratiev, E. Zhizhina, R. Minlos, 2008 .

One-Particle Subspace of the Glauber Dynamics Generator for Continuous Particle Systems

Yuri Kondratiev, Robert A. Minlos, Elena Zhizhina, 2004 .

From the seminar on Mathematical Statistical Physics in Moscow State University, 1962–1994. Gibbs random fields on the lattice. Definitions, existence, uniqueness

Y. Suhov, E. Pechersky, S. Pirogov, 2012, The European Physical Journal H.

From the seminar on Mathematical Statistical Physics in Moscow State University, 1962–1994. Gibbs random fields on the lattice. Definitions, existence, uniqueness

Y. Suhov, E. Pechersky, S. Pirogov, 2012 .

S. A. Pirogov, R. A. Minlos, E. A. Pecherskii, 2014 .

Remarks on the life and research of Roland L. Dobrushin

Y. Suhov, E. Pechersky, Y. Suhov, 1996 .

A Quantum Crystal Model in the Light-Mass Limit

Robert A. Minlos, André Verbeure, A. Verbeure, 2000 .

Small-Mass Behavior of Quantum Gibbs States for Lattice Models with Unbounded Spins

S. Albeverio, Y. Kondratiev, R. Minlos, 1998 .

Felix Alexandrovich Berezin (A Brief Scientific Biography)

R. Minlos, 2005 .

On the pointlike interaction of three different particles

R. Minlos, A. Mel′ikov, 1991 .

On the point interaction of three particles

R. Minlos, 1989 .