Speciality:
01.01.01 (Real analysis, complex analysis, and functional analysis)
Birth date:
2.05.1962
E-mail: ;
Website: http://iitp.ru/ru/users/134.htm Keywords: stochastic models; lattice spin systems; spectral analysis of multi-particle operators; Gibbsian random fields; asymptotics of correlations decay.
Main publications:
Minlos R. A., Kondratiev Yu. G., Zhizhina E. A. Lower branches of the spectrum of Hamiltonians for infinite quantum system with compact spin // Transactions of Moscow Math. Soc., Moscow, 1998, vol. 60, p. 259–302.
Albeverio S., Minlos R. A., Scacciatelli E., Zhizhina E. Spectral analysis of the disordered stochastic 1–D Ising model // Commun. Math. Phys, 1999, 204, 651–668.
Zhizhina E. The Lifshitz tail and relaxation to equilibrium in the 1–D disordered Ising model // JSP 98(3/4), 2000, 701–721.
F. Lafarge, X. Descombes, E. Zhizhina, R. Minlos, Simulation et optimisation,
In: Applications de la Geometrie Stochastique a l'Analyse d'Images (Ed. X. Descombes)
Traite IC2, Hermes-Science, Paris, 2011.
D. Finkelshtein, Yu. Kondratiev, O.
Kutoviy, E.
Zhizhina,
An approximative approach to construction of the Glauber dynamics in continuum,
Mathematische Nachrichten, 2012, 285, No 2-3, pp. 223-235,
http://onlinelibrary.wiley.com/doi/10.1002/mana.200910248
X. Descombes, E. Zhizhina, Double annealing regimes in the multiple
birth-and-death stochastic algorithms, Markov processes and related fields, 2012,
Vol.18, No 3, pp. 441-456.
D. Finkelshtein, Yu. Kondratiev, O. Kutoviy, E. Zhizhina, On an aggregation
in birth-and-death stochastic dynamics, Nonlinearity, 2014, 27, 1105–1133.
