All Stories

  1. Two stochastic algorithms for solving elastostatics problems governed by the Lamé equation
  2. Development and implementation of branching random walk on spheres algorithms for solving the 2D elastostatics Lamé equation
  3. Global random walk on grid algorithm for solving Navier–Stokes and Burgers equations
  4. Simulation of drift-diffusion process at high Péclet numbers by the random walk on spheres method
  5. Stochastic model and simulation of GaN nanowires formation characterized by long incubation time followed by burst nucleation and growth
  6. Simulation of transient and spatial structure of the radiative flux produced by multiple recombinations of excitons
  7. Sensitivity analysis of the concentration transport estimation in a turbulent flow
  8. Stochastic Simulation Algorithms for Solving Transient Anisotropic Diffusion-recombination Equations and Application to Cathodoluminescence Imaging
  9. Randomized Monte Carlo algorithms for matrix iterations and solving large systems of linear equations
  10. A new randomized vector algorithm for iterative solution of large linear systems
  11. A study of highly efficient stochastic sequences for multidimensional sensitivity analysis
  12. Carrier Diffusion in GaN : A Cathodoluminescence Study. I. Temperature-Dependent Generation Volume
  13. Carrier Diffusion in GaN : A Cathodoluminescence Study. II. Ambipolar versus Exciton Diffusion
  14. Carrier Diffusion in GaN : A Cathodoluminescence Study. III. Nature of Nonradiative Recombination at Threading Dislocations
  15. Parallel implementation of cellular automata model of electron-hole transport in a semiconductor
  16. A stochastic model, simulation, and application to aggregation of cadmium sulfide nanocrystals upon evaporation of the Langmuir–Blodgett matrix
  17. Random walk on spheres algorithm for solving steady-state and transient diffusion-recombination problems
  18. A global random walk on grid algorithm for second order elliptic equations
  19. A Global Random Walk on Spheres algorithm for calculating the solution and its derivatives of the drift‐diffusion‐reaction equations
  20. A global random walk on grid algorithm for second order elliptic equations
  21. Parallel simulation of drift–diffusion–recombination by cellular automata and global random walk algorithm
  22. Random walk on ellipsoids method for solving elliptic and parabolic equations
  23. Drift velocity in GaN semiconductors: Monte Carlo simulation and comparison with experimental measurements
  24. Stochastic simulation algorithms for solving a nonlinear system of drift–diffusion-Poisson equations of semiconductors
  25. A new Global Random Walk algorithm for calculation of the solution and its derivatives of elliptic equations with constant coefficients in an arbitrary set of points
  26. Monte Carlo tracking drift-diffusion trajectories algorithm for solving narrow escape problems
  27. Mesh-free stochastic algorithms for systems of drift–diffusion–reaction equations and anisotropic diffusion flux calculations
  28. Stochastic simulation algorithms for solving narrow escape diffusion problems by introducing a drift to the target
  29. Parallel Implementation of Stochastic Simulation Algorithm for Nonlinear Systems of Electron-Hole Transport Equations in a Semiconductor
  30. Determination of the Carrier Diffusion Length in GaN from Cathodoluminescence Maps Around Threading Dislocations: Fallacies and Opportunities
  31. Stochastic algorithm for solving transient diffusion equations with a precise accounting of reflection boundary conditions on a substrate surface
  32. A random walk on small spheres method for solving transient anisotropic diffusion problems
  33. Random walk on rectangles and parallelepipeds algorithm for solving transient anisotropic drift-diffusion-reaction problems
  34. A global random walk on spheres algorithm for transient heat equation and some extensions
  35. First passage Monte Carlo algorithms for solving coupled systems of diffusion–reaction equations
  36. Supercomputer Stochastic Simulation of Transient Anisotropic Diffusion-Reaction Processes with Application in Cathodoluminescence Imaging
  37. Synchronous Multi-particle Cellular Automaton Model of Diffusion with Self-annihilation
  38. A hybrid kinetic-thermodynamic Monte Carlo model for simulation of homogeneous burst nucleation
  39. Parallel implementation of a three-dimensional cellular automaton model of the electrochemical oxidation of carbon “Ketjenblack EC-600JD”
  40. Application of the von Mises–Fisher distribution to Random Walk on Spheres method for solving high-dimensional diffusion–advection–reaction equations
  41. Probability distribution of the life time of a drift-diffusion-reaction process inside a sphere with applications to transient cathodoluminescence imaging
  42. Piezoelectric field, exciton lifetime, and cathodoluminescence intensity at threading dislocations in GaN{0001}
  43. Random walk on spheres method for solving anisotropic drift-diffusion problems
  44. Random walk on spheres method for solving anisotropic drift-diffusion problems
  45. A random walk on spheres based kinetic Monte Carlo method for simulation of the fluctuation-limited bimolecular reactions
  46. Stochastic model and simulation of growth and coalescence of spontaneously formed GaN nanowires in molecular beam epitaxy
  47. Stochastic projection methods and applications to some nonlinear inverse problems of phase retrieving
  48. Supercomputer Simulation of Cathodoluminescence Transients in the Vicinity of Threading Dislocations
  49. Uncertainty quantification and stochastic polynomial chaos expansion for recovering random data in Darcy and Diffusion equations
  50. Dislocation contrast in cathodoluminescence and electron-beam induced current maps on GaN(0 0 0 1)
  51. Ga-Polar (In,Ga)N/GaN Quantum Wells Versus N-Polar (In,Ga)N Quantum Disks in GaN Nanowires: A Comparative Analysis of Carrier Recombination, Diffusion, and Radiative Efficiency
  52. Solution of a stochastic Darcy equation by polynomial chaos expansion
  53. A stochastic model of nanowire growth by molecular beam epitaxy
  54. Stochastic simulation of electron-hole recombination in two-dimensional and three-dimensional inhomogeneous semiconductors. Part II. Simulation results
  55. Stochastic simulation of bimolecular reactions in vicinity of traps and applications to electron–hole recombination in 2D and 3D inhomogeneous semiconductors
  56. A mesh free floating random walk method for solving diffusion imaging problems
  57. Stochastic polynomial chaos expansion method for random Darcy equation
  58. Random walk on spheres algorithm for solving transient drift-diffusion-reaction problems
  59. Parallel Implementation of a Monte Carlo Algorithm for Simulation of Cathodoluminescence Contrast Maps
  60. Parallel Implementation of Cellular Automaton Model of the Carbon Corrosion Under the Influence of the Electrochemical Oxidation
  61. Stochastic simulation of electron-hole recombination in two-dimensional and three-dimensional inhomogeneous semiconductors. Part I. Stochastic model and algorithms
  62. DISCRETE STOCHASTIC SIMULATION OF THE ELECTRONS AND HOLES RECOMBINATION IN THE 2D AND 3D INHOMOGENEOUS SEMICONDUCTOR
  63. Stochastic simulation of nanowire growth in plasma-assisted molecular beam epitaxy
  64. Nucleation, Growth, and Bundling of GaN Nanowires in Molecular Beam Epitaxy: Disentangling the Origin of Nanowire Coalescence
  65. Splitting and survival probabilities in stochastic random walk methods and applications
  66. Random walk on semi-cylinders for diffusion problems with mixed Dirichlet–Robin boundary conditions
  67. Vector Monte Carlo stochastic matrix-based algorithms for large linear systems
  68. Random walk on spheres method for solving drift-diffusion problems
  69. Stochastic simulation of fluctuation-induced enzyme kinetics in vicinity of traps, based on probabilistic tunneling and diffusion mechanisms
  70. A stochastic model and Monte Carlo algorithm for fluctuation-induced H2formation on the surface of interstellar dust grains
  71. A Stochastic Model for Electron-Hole Annihilation by Tunneling and Diffusion Based on a Nonlinear Smoluchowski Equations
  72. Stochastic model for the fluctuation-limited reaction–diffusion kinetics in inhomogeneous media based on the nonlinear Smoluchowski equations
  73. Numerical solution of the multidimensional Gelfand–Levitan equation
  74. Stochastic algorithms for solving linear and nonlinear inverse ill-posed problems for particle size retrieving and x-ray diffraction analysis of epitaxial films
  75. Stochastic simulation of fluctuation-induced reaction-diffusion kinetics governed by Smoluchowski equations
  76. Stochastic small perturbation based simulation technique for solving isotropic elastostatics equations
  77. Numerical solution of an inverse problem of coefficient recovering for a wave equation by a stochastic projection methods
  78. Cellular Automata Model of Electrons and Holes Annihilation in an Inhomogeneous Semiconductor
  79. Corrigendum to “A stochastic spectral projection method for solving PDEs in domains composed by overlapping discs, spheres, and half-spaces”
  80. Origin of the nonradiative decay of bound excitons in GaN nanowires
  81. Strain distributions and diffraction peak profiles from crystals with dislocations
  82. A spectral method for isotropic diffusion equation with random concentration fluctuations of incoming flux of particles through circular-shaped boundaries
  83. Stochastic polynomial chaos based algorithm for solving PDEs with random coefficients
  84. Height self-equilibration during the growth of dense nanowire ensembles: Order emerging from disorder
  85. Randomized Spectral and Fourier-Wavelet Methods for multidimensional Gaussian random vector fields
  86. Self-Regulated Radius of Spontaneously Formed GaN Nanowires in Molecular Beam Epitaxy
  87. Spherical and Plane Integral Operators for PDEs
  88. A stochastic spectral projection method for solving PDEs in domains composed by overlapping discs, spheres, and half-spaces
  89. Elastic response of a free half-space to random force excitations applied on the boundary
  90. Stochastic Boundary Methods of Fundamental Solutions for solving PDEs
  91. Stochastic boundary collocation and spectral methods for solving PDEs
  92. Short range correlations of misfit dislocations in the X-ray diffraction peaks
  93. Sparsified Randomization algorithms for low rank approximations and applications to integral equations and inhomogeneous random field simulation
  94. Stochastic Algorithms in Linear Algebra - beyond the Markov Chains and von Neumann - Ulam Scheme
  95. Diffraction peaks from correlated dislocations
  96. The response of an elastic three-dimensional half-space to random correlated displacement perturbations on the boundary
  97. X-ray diffraction peaks from correlated dislocations: Monte Carlo study of dislocation screening
  98. Stochastic Flow Simulation and Particle Transport in a 2D Layer of Random Porous Medium
  99. Approximate formulas for expectations of functionals of solutions to stochastic differential equations
  100. Editiorial
  101. Stochastic iterative projection methods for large linear systems
  102. Stochastic Simulation for Solving Random Boundary Value Problems and Some Applications
  103. X-ray diffraction peaks from partially ordered misfit dislocations
  104. Elastostatics of a Half-Plane under Random Boundary Excitations
  105. X-ray diffraction of epitaxial films with arbitrarily correlated dislocations: Monte Carlo calculation and experiment
  106. Stochastic Analysis of an Elastic 3D Half-Space Respond to Random Boundary Displacements: Exact Results and Karhunen-Loéve Expansion
  107. Sparsified Randomization Algorithms for large systems of linear equations and a new version of the Random Walk on Boundary method
  108. Stochastic simulation method for a 2D elasticity problem with random loads
  109. Stochastic simulation of particle transport by a random Darcy flow through a porous cylinder
  110. Stokes Flows under Random Boundary Velocity Excitations
  111. Expansion of the random boundary excitations for the fractional Laplacian
  112. Memory effects induced by dependence on initial conditions and ergodicity of transport in heterogeneous media
  113. Elastic Half-Plane under Random Displacement Excitations on the Boundary
  114. Flux and concentration footprint modelling: State of the art
  115. Convergence of Fourier-Wavelet Models for Gaussian Random Processes
  116. Expansion of random boundary excitations for elliptic PDEs
  117. Comparative analysis of multiscale Gaussian random field simulation algorithms
  118. Ostwald ripening of faceted two-dimensional islands
  119. A Fast Stratified Sampling Simulation of Coagulation Processes
  120. Stochastic Spectral and Fourier-Wavelet Methods for Vector Gaussian Random Fields
  121. Exponential bounds for the probability deviations of sums of random fields
  122. Coarsening of facetted two-dimensional islands by dynamic coalescence
  123. Random Walk on Fixed Spheres for Laplace and Lamé equations
  124. Stochastic flow simulation in 3D porous media
  125. Flux and concentration footprints
  126. Stochastic Eulerian model for the flow simulation in porous media. Unconfined aquifers*
  127. Formation of charged aggregates of Al2O3 nanoparticles by combustion of aluminum droplets in air
  128. Discrete random walk on large spherical grids generated by spherical means for PDEs *
  129. A Lagrangian Stochastic Model for the Transport in Statistically Homogeneous Porous Media
  130. Stochastic particle methods for Smoluchowski coagulation equation: variance reduction and error estimations
  131. Stochastic Eulerian model for the flow simulation in porous media
  132. Stochastic Lagrangian footprint calculations over a surface with an abrupt change of roughness height
  133. Functional Random Walk on Spheres algorithm for biharmonic equation: optimization and error estimation
  134. Stochastic Lagrangian models and algorithms for spatially inhomogeneous Smoluchowski equation
  135. MCM2003: IV IMACS Monte Carlo Seminar WIAS, Berlin, 15-19 September 2003
  136. Evaluation of mean concentration and fluxes in turbulent flows by Lagrangian stochastic models
  137. AGGREGATE FORMATION UNDER HOMOGENEOUS SILANE THERMAL DECOMPOSITION
  138. Lagrangian Stochastic Models For Turbulent Dispersion In The Atmospheric Boundary Layer
  139. Footprint Analysis For Measurements Over A Heterogeneous Forest
  140. AEROSOL FORMATION UNDER HETEROGENEOUS/HOMOGENEOUS THERMAL DECOMPOSITION OF SILANE: EXPERIMENT AND NUMERICAL MODELING
  141. KINETICS OF AEROSOL FORMATION DURING TUNGSTEN HEXACARBONYL PHOTOLYSIS
  142. Stochastic Lagrangian Models for Two-Particle Motion in Turbulent Flows. Numerical Results
  143. Kinetics of aerosol formation in the free molecule regime in presence of condensable vapor
  144. Heterogeneous nucleation in non-uniform media: Numerical simulations
  145. Integral Formulation of the Boundary Value Problems and the Method of Random Walk on Spheres
  146. Random Walk on Spheres Process for Exterior Dirichlet Problem
  147. Stochastic Lagrangian Models of Relative Dispersion of a Pair of Fluid Particles in Turbulent Flows
  148. 11.O.03 Monte Carlo simulations of heterogeneous nucleation on aerosol particles in the non-uniform media
  149. Influence of inhomogeneity and fluctuations of supersaturation on heterogeneous nucleation
  150. 18 P 28 Nucleation in non-uniform media. The role of time correlations
  151. Formation of water aerosol in the steam turbine. Theory and measurements
  152. Numerical statistical model of classical incompressible isotropic turbulence
  153. The walk on boundary algorithms for solving boundary value problems in multiply-connected domains
  154. Statistical modelling of turbulent motion of particles in random velocity fields
  155. Mean value theorems in Monte Carlo methods
  156. Walk-inside-the-domain algorithms for solving boundary value problems
  157. The ‘walk on boundary’ algorithms for solving boundary value problems
  158. The solution of a mixed problem for equations of the parabolic and hyperbolic type by the Monte Carlo method
  159. Space Structure of Strong Intensity Fluctuations of Light in a Turbulent Medium
  160. Spatial structure of strong fluctuations of light intensity in a turbulent medium
  161. Approximate evaluation of wiener continual integrals by the Monte Carlo method