Extraction of arbitrarily shaped objects using stochastic multiple birth-and-death dynamics and active contours, IS&T/SPIE Electronic Imaging 2010 meeting, 17-21 January 2010, San Jose, California, USA.

Object extraction using stochastic birth-and-death dynamics in continuum, Journal of Mathematical Imaging and Vision, Vol.33 (3), p. 347, 2009.

3D reconstruction using multiple birth and death algorithm, 22 Colloque GRETSI, Dijon 8-11 September 2009.

A marked point process model with strong prior shape information for the extraction of multiple, arbitrarily-shaped objects, SITIS, The 5-th International Conference on Signal-Image Technology & Internet-based Systems, November 29- December 4, 2009, Marrakech.

Gibbs point field models for extraction problems in image analysis, Proceedings of Dobrushin International Conference, Moscow, Russia, July 15-20 2009, ISBN 978-5-901158-10-4.

“Gibbs Field for Evolutionary Analysis of Regulatory Signal of Gene Expression under Constraints on Secondary Structure” The 18th IMACS World Congress on Computational and Applied Mathematics & Applications in Science and Engineering, August 3-5, 2009, The University of Georgia, Athens, GA 30602-7404, USA, р. 54.

Модель массового обслуживания процесса профобразования иностранных трудовых мигрантов // Мониторинг рынка труда иностранной рабочей силы в Москве: состояние и проблемы, стр. 64-74, М.: Издательско-торговая корпорация «Дашков и Кo».

The Gibbs fields approach and related dynamics in image processing, Condensed Matter Physics, 2008, Vol. 11, No.2, p. 1-20.

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

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

“A model of regulatory signal evolution” Abstracts of The Sixth International Conference on Bioinformatics of Genome Regulation and Structure (BGRS’2008), Novosibirsk, June 22–28, p. 148.
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«Гиббсовский подход в задаче эволюции регуляторного сигнала экспрессии гена» Проблемы передачи информации, 2008, т. 43, № 4, сс. 52–71.

«Модель эволюции нуклеотидной последовательности» Труды конференции «Математические методы распознавания образов», 2007, сс. 605–609.

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

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.