Publications

Journal Articles

  1. & Global stability in a nonlocal reaction-diffusion equation. Stochastics and Dynamics 18(5), 1850037
  2. & Accelerated nonlocal nonsymmetric dispersion for monostable equations on the real line. Applicable Analysis, 1-25.
  3. Around Ovsyannikov's method. Methods of Functional Analysis and Topology 21(2), 134-150.
  4. & Stochastic models of tumour development andrelated mesoscopic equations. Interdisciplinary Studies of Complex Systems 7, 5-85.
  5. & The statistical dynamics of a spatial logistic model and the related kinetic equation. Mathematical Models and Methods in Applied Sciences 25(02), 343-370.
  6. & Dynamical Widom–Rowlinson Model and Its Mesoscopic Limit. Journal of Statistical Physics 158(1), 57-86.
  7. & A general mathematical framework for the analysis of spatiotemporal point processes. Theoretical Ecology 7(1), 101-113.
  8. & On an aggregation in birth-and-death stochastic dynamics. Nonlinearity 27(6), 1105-1133.
  9. & Density behavior of spatial birth-and-death stochastic evolution of mutating genotypes under selection rates. Russian Journal of Mathematical Physics 21(4), 450-459.
  10. & Statistical dynamics of continuous systems: perturbative and approximative approaches. Arabian Journal of Mathematics
  11. & Markov evolutions and hierarchical equations in the continuum. II: Multicomponent systems. Reports on Mathematical Physics 71(1), 123-148.
  12. & Establishment and fecundity in spatial ecological models: statistical approach and kinetic equations. Infinite Dimensional Analysis, Quantum Probability and Related Topics 16(02), 1350014
  13. & Glauber dynamics in continuum: A constructive approach to evolution of states. Discrete and Continuous Dynamical Systems 33(4), 1431-1450.
  14. & An approximative approach for construction of the Glauber dynamics in continuum. Mathematische Nachrichten 285(2-3), 223-235.
  15. & Semigroup approach to birth-and-death stochastic dynamics in continuum. Journal of Functional Analysis 262(3), 1274-1308.
  16. & Correlation functions evolution for the Glauber dynamics in continuum. Semigroup Forum 85(2), 289-306.
  17. & Glauber dynamics in the continuum via generating functionals evolution. Complex Analysis and Operator Theory 6(4), 923-945.
  18. & Vlasov scaling for the Glauber dynamics in continuum. Infinite Dimensional Analysis, Quantum Probability and Related Topics 14(04), 537-569.
  19. & Binary jumps in continuum. I. Equilibrium processes and their scaling limits. Journal of Mathematical Physics 52(6), 063304
  20. & Binary jumps in continuum. II. Non-equilibrium process and a Vlasov-type scaling limit. Journal of Mathematical Physics 52(11), 113301
  21. & Vlasov scaling for stochastic dynamics of continuous systems. Journal of Statistical Physics 141(1), 158-178.
  22. & Markov evolutions and hierarchical equations in the continuum. I: one-component systems. Journal of Evolution Equations 9(2), 197-233.
  23. & Regulation mechanisms in spatial stochastic development models. Journal of Statistical Physics 136(1), 103-115.
  24. & Individual Based Model with Competition in Spatial Ecology. SIAM Journal on Mathematical Analysis 41(1), 297-317.

Book Chapters

  1. & A Survey on Bogoliubov Generating Functionals for Interacting Particle Systems in the Continuum. In C. Bernardin and P. Gonçalves (Ed.), From Particle Systems to Partial Differential Equations. (pp. 161-177). Springer Berlin Heidelberg.