Articles 1 to 34 of 34

1.

arXiv:0803.3565 Individual based model with competition in spatial ecology. Dmitri Finkelshtein, Yuri Kondratiev, Oleksandr Kutoviy. physics.math-ph (math.FA q-bio.PE).

2.

arXiv:0803.3551 On convergence of dynamics of hopping particles to a birth-and-death process in continuum. Dmitri Finkelshtein, Yuri Kondratiev, Eugene Lytvynov. physics.math-ph (math.PR).

3.

arXiv:0710.2303 Phase Transitions and Quantum Stabilization in Quantum Anharmonic Crystals. Alina Kargol, Yuri Kondratiev, Yuri Kozitsky. physics.math-ph.

4.

arXiv:0709.0702 On two-component contact model in continuum with one independent component. D. O. Filonenko, D. L. Finkelshtein, Yu. G. Kondratiev. physics.math-ph (math.CA math.DS).

5.

arXiv:0707.0619 Markov evolutions and hierarchical equations in the continuum I. One-component systems. Dmitri L. Finkelshtein, Yuri G. Kondratiev, Maria Joao Oliveira. physics.math-ph.

6.

arXiv:0706.2931 Markov Process of Muscle Motors. Yu. Kondratiev, E. Pechersky, S. Pirogov. physics.math-ph.

7.

math/0702178 Diffusion approximation for equilibrium Kawasaki dynamics in continuum. Y. G. Kondratiev, O. V. Kutoviy, E. W. Lytvynov. math.PR (physics.math-ph).

8.

math.PR/0701736 Non-equilibrium stochastic dynamics in continuum: The free case. Y. Kondratiev, E. Lytvynov, M. Röckner. math.PR.

9.

math.PR/0608347 Analysis and geometry on $R_+$-marked configuration spaces. Yu. G. Kondratiev, E. W. Lytvynov, G. F. Us. Meth. Funct. Anal. Topol. 5 (1999), no.1, 29-64. math.PR.

10.

math.PR/0608344 Analysis and geometry on marked configuration spaces. S. Albeverio, Yu. G. Kondratiev, E. W. Lytvynov, g. F. Us. Published in "Infinite Dimensional Harmonic Analysis (Kyoto, September 20-24, 1999)", (H. Heyer et al., eds), pp. 1-39, Gräbner, Altendorf, 2000. math.PR.

11.

math.PR/0608343 On a spectral representation for correlation measures in configuration space analysis. Yu. M. Berezansky, Yu. G. Kondratiev, T. Kuna, E. Lytvynov. Meth. Funct. Anal. Topol. 5 (1999), no.4, 87-100. math.PR.

12.

math.PR/0608340 Operators of Gamma white noise analysis. Yu. Kondratiev, E. Lytvynov. Infin. Dimens. anal. Quantum Probab. Relat. Top. 3 (2000), 303-335. math.PR.

13.

math.PR/0608051 Equilibrium Glauber dynamics of continuous particle systems as a scaling limit of Kawasaki dynamics. Dmitri L. Finkelshtein, Yuri G. Kondratiev, Eugene W. Lytvynov. math.PR (physics.math-ph).

14.

math.PR/0512464 N/V-limit for Stochastic Dynamics in Continuous Particle Systems. Martin Grothaus, Yuri G. Kondratiev, Michael Röckner. math.PR (physics.math-ph).

15.

math.PR/0512462 A-priori Estimates and Existence for Quantum Gibbs States. Sergio Albeverio, Yuri G. Kondratiev, Tatiana Pasurek, Michael Röckner. math.PR (physics.math-ph).

16.

math-ph/0505049 Non-equilibrium stochastic dynamics of continuous systems and Bogoliubov generating functionals. Yuri G. Kondratiev, Tobias Kuna, Maria Joao Oliveira. Published in J. Funct. Anal. 238 (2) (2006), 375--404, under the title "Holomorphic Bogoliubov functionals for interacting particle systems in continuum". physics.math-ph.

17.

math.PR/0503042 Equilibrium Kawasaki dynamics of continuous particle systems. Yu. G. Kondratiev, E. Lytvynov, M. Röckner. math.PR (physics.math-ph).

18.

math.PR/0407359 The semigroup of the Glauber dynamics of a continuous system of free particles. Yuri Kondratiev, Eugene Lytvynov, Michael Röckner. math.PR (physics.math-ph).

19.

math-ph/0404041 A hierarchical model of quantum anharmonic oscillators: critical point convergence. S. Albeverio, Yu. Kondratiev, A. Kozak, Yu. Kozitsky. physics.math-ph.

20.

math.PR/0311444 Infinite interacting diffusion particles I: Equilibrium process and its scaling limit. Yuri Kondratiev, Eugene Lytvynov, Michael Röckner. math.PR (physics.math-ph).

21.

math-ph/0307050 Invariant measures for Glauber dynamics of continuous systems. Yuri G. Kondratiev, Maria João Oliveira. physics.math-ph.

22.

math.PR/0306252 Glauber dynamics of continuous particle systems. Yu. Kondratiev, E. Lytvynov. math.PR (math.FA).

23.

math.FA/0303054 Generalized Functionals in Gaussian Spaces - The Characterization Theorem Revisited. Yu. G. Kondratiev, P. Leukert, J. Potthoff, L. Streit, W. Westerkamp. Journal of Functional Analysis 141 No 2 (1996). math.FA.

24.

math.PR/0211325 The heat semigroup on configuration spaces. Yuri Kondratiev, Eugene Lytvynov, Michael Roeckner. math.PR (math.FA).

25.

math.PR/0211323 Scaling limit of stochastic dynamics in classical continuous systems. Martin Grothaus, Yuri G. Kondratiev, Eugene Lytvynov, Michael Roeckner. math.PR (physics.math-ph).

26.

math.FA/0211196 Generalized Functions in Infinite Dimensional Analysis. Yuri G. Kondratiev, Ludwig Streit, Werner Westerkamp, Jia-an Yan. IIAS-Report 1995-002. Hiroshima Mathematical Journal 28 (1998), 213-260. math.FA.

27.

math.FA/0210415 A Note on Positive Distributions in Gaussian Analysis. Yuri G. Kondratiev, Ludwig Streit, Werner Westerkamp. Ukrainian Mathematical Journal 47 No. 5 1995. math.FA (physics.math-ph).

28.

math.PR/0112055 Laplace operators in deRham complexes associated with measures on configuration spaces. S. Albeverio, A. Daletskii, Y. Kondratiev, E. Lytvynov. math.PR (physics.math-ph).

29.

math.FA/9908059 Differential Geometry on Compound Poisson Space. Yuri Kondratiev, Jose Luis Silva, Ludwig Streit. CCM preprint Nr. 24/97, Madeira. Methods of Functional Analysis and Topology, 4(1), pp. 32--58, 1998. math.FA.

30.

math.FA/9908055 On a relation between intrinsic and extrinsic Dirichlet forms for interacting particle systems. Yuri Kondratiev, Jose Luis Silva, Michael Roeckner. CCM preprint Nr. 25/98, Madeira. math.FA.

31.

math.FA/9908033 Analysis on Poisson and Gamma spaces. Yuri Kondratiev, Jose Luis Silva, Ludwig Streit, Georgi Us. CCM preprint N.24/97, Madeira. Infinite Dimensional Analysis, Quantum Probability and Related Topics, Vol. 1 N.1, p.91--117, 1998. math.FA.

32.

math.FA/9908032 Generalized Appell Systems. Yuri Kondratiev, Jose Luis Silva, Ludwig Streit. BiBoS preprint Nr. 729/5/96, Bielefeld, Germany. Methods of Functional Analysis and Topology, 3(3), pp.28-61, 1997. math.FA.

33.

math-ph/9908006 Marked Gibbs measures via cluster expansion. Yuri Kondratiev, Tobias Kuna, Jose Luis Silva. bibos819/9/98, BiBoS, Bielefeld; CCM-UMa 32/98, CCM, Madeira. Methods of Functional Analysis and topology 4(4) 51-81, 1998. physics.math-ph.

34.

math-ph/9812017 Classical Limits of Euclidean Gibbs States for Quantum Lattice Models. Sergio Albeverio (1,2,3,4), Yuri Kondratiev (1,2,5), Yuri Kozitsky (6,7) ((1)Universitat Bonn Germany, (2) BiBoS Bielefeld Germany, (3) CERFIM and USI Locarno Switzerland, (4) Institute of Mathematics Kiev Ukraine, (5) Marie Curie-Sklodowska University Lublin Poland, (6) Institute for Condensed Matter Physics Lviv Ukraine). physics.math-ph (math.OA).

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