All Stories

  1. Mathematical Models for Dynamics of Molecular Processes in Living Biological Cells. A Single Particle Tracking Approach
  2. Transient anomalous diffusion
  3. Receptor–G protein interactions at cell surface
  4. Random switching between diffusive states.
  5. An efficient algorithm for extracting the magnitude of the measurement error for fractional dynamics
  6. Identifying ergodicity breaking for fractional anomalous diffusion: Criteria for minimal trajectory length
  7. Ergodicity testing using an analytical formula for a dynamical functional of alpha-stable autoregressive fractionally integrated moving average processes
  8. Uniform Contraction-Expansion Description of Relative Centromere and Telomere Motion
  9. Anomalous diffusion approach to non-exponential relaxation in complex physical systems
  10. Random switching between diffusive states
  11. From physical linear systems to discrete-time series. A guide for analysis of the sampled experimental data
  12. Ergodicity testing for anomalous diffusion: Small sample statistics
  13. A fractional Fokker-Planck control framework for subdiffusion processes
  14. Guidelines for the Fitting of Anomalous Diffusion Mean Square Displacement Graphs from Single Particle Tracking Experiments
  15. Stochastic Dynamics of G-Protein-Coupled Cell-Surface Receptors
  16. Algorithms for testing of fractional dynamics: a practical guide to ARFIMA modelling
  17. Anomalous diffusion with transient subordinators: A link to compound relaxation laws
  18. Universal Algorithm for Identification of Fractional Brownian Motion. A Case of Telomere Subdiffusion
  19. Fractional process as a unified model for subdiffusive dynamics in experimental data
  20. Statistical modelling of subdiffusive dynamics in the cytoplasm of living cells: A FARIMA approach
  21. Anomalous diffusion: Testing ergodicity breaking in experimental data
  22. Identification and Validation of Fractional Subdiffusion Dynamics
  23. Option Pricing in Subdiffusive Bachelier Model
  24. Ergodic properties of anomalous diffusion processes
  25. Fractional Klein–Kramers dynamics for subdiffusion and Itô formula
  26. Generalization of the Khinchin Theorem to Lévy Flights
  27. Fractional Lévy stable motion can model subdiffusive dynamics
  28. Overshooting and undershooting subordination scenario for fractional two-power-law relaxation responses
  29. Fractional Brownian Motion Versus the Continuous-Time Random Walk: A Simple Test for Subdiffusive Dynamics
  30. Anomalous diffusion and semimartingales
  31. FARIMA MODELING OF SOLAR FLARE ACTIVITY FROM EMPIRICAL TIME SERIES OF SOFT X-RAY SOLAR EMISSION
  32. Equivalence of the Fractional Fokker-Planck and Subordinated Langevin Equations: The Case of a Time-Dependent Force
  33. Diffusion and relaxation controlled by temperedα-stable processes
  34. Stochastic models for bidding strategies on oligopoly electricity market
  35. Modelling energy forward prices
  36. Modeling of subdiffusion in space-time-dependent force fields beyond the fractional Fokker-Planck equation
  37. From solar flare time series to fractional dynamics
  38. Numerical approach to the fractional Klein-Kramers equation
  39. Competition between subdiffusion and Lévy flights: A Monte Carlo approach
  40. Fractional Fokker-Planck dynamics: Stochastic representation and computer simulation
  41. Fractional Langevin equation with α-stable noise. A link to fractional ARIMA time series
  42. Complete description of all self-similar models driven by Lévy stable noise
  43. The Lineshape of Inelastic Neutron Scattering in Relaxor Ferroelectrics
  44. Annuities under random rates of interest—revisited
  45. Fractal market hypothesis and two power-laws
  46. CED model for asset returns and fractal market hypothesis
  47. Computer simulation of attractors in stochastic models with α-stable noise
  48. Relaxation functions in dipolar materials
  49. Can One See $\alpha$-Stable Variables and Processes?
  50. Ergodic behavior and estimation for periodically correlated processes
  51. Characterizations of intrinsically random dynamical systems
  52. An explicit approach to the Λ-operator and the H-theorem in the Prigogine theory of irreversibility
  53. Innovations and Wold decompositions of stable sequences
  54. Ergodic properties of stationary stable processes
  55. Quantum theory of decaying systems from the canonical decomposition of dynamical semigroups
  56. Decomposability of cylindrical martingales and absolutely summing operators
  57. α-Stable characterization of Banach spaces (1 < α < 2)
  58. Existence of the linear prediction for Banach space valued Gaussian processes
  59. Dilation theorems for positive definite operator kernels having majorants
  60. Darstellung von stationären stochastischen Prozessen mit Werten in einem BANACH-Raum durch einseitige gleitende Mittel
  61. Wold-Cramér concordance theorems for interpolation of q-variate stationary processes over locally compact Abelian groups
  62. Ruin Probabilities in Finite and Infinite Time
  63. Stable Diffusion Approximation of the Risk Process