Add to ORKGStochastic weighted particle methods for population balance equations with coagulation, fragmentation and spatial inhomogeneit
This paper studies stochastic particle systems related to the coagulation-fragmentation equation. Fo...
International audienceThe accurate description and robust simulation, at relatively low cost, of glo...
Population balance modeling is an established framework to describe the dynamics of particle populat...
A class of stochastic algorithms for the numerical treatment of population balance equations is intr...
A class of stochastic algorithms for the numerical treatment of population balance equations is intr...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
International audienceThe dynamics of flowing non-inertial particles undergoing nucleation, surface ...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
This work presents a bivariate extension of the moment projection method (BVMPM) for solving the two...
The paper studies the approximation error in stochastic particle methods for spatially inhomogeneous...
This work presents a hybrid particle-number and particle model to improve efficiency in solving popu...
The solution of population balance equations is a function f(t, r, x) describing a population densit...
Stochastic particle methods for the coagulation-fragmentation Smoluchowski equation are developed an...
The accurate description and robust simulation, at relatively low cost, of global quantities (e.g. n...
This paper studies stochastic particle systems related to the coagulation-fragmentation equation. Fo...
International audienceThe accurate description and robust simulation, at relatively low cost, of glo...
Population balance modeling is an established framework to describe the dynamics of particle populat...
A class of stochastic algorithms for the numerical treatment of population balance equations is intr...
A class of stochastic algorithms for the numerical treatment of population balance equations is intr...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
International audienceThe dynamics of flowing non-inertial particles undergoing nucleation, surface ...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
A spatially resolved stochastic weighted particle method for inception--coagulation--advection probl...
This work presents a bivariate extension of the moment projection method (BVMPM) for solving the two...
The paper studies the approximation error in stochastic particle methods for spatially inhomogeneous...
This work presents a hybrid particle-number and particle model to improve efficiency in solving popu...
The solution of population balance equations is a function f(t, r, x) describing a population densit...
Stochastic particle methods for the coagulation-fragmentation Smoluchowski equation are developed an...
The accurate description and robust simulation, at relatively low cost, of global quantities (e.g. n...
This paper studies stochastic particle systems related to the coagulation-fragmentation equation. Fo...
International audienceThe accurate description and robust simulation, at relatively low cost, of glo...
Population balance modeling is an established framework to describe the dynamics of particle populat...