Konarovskyi V, Lehmann T, von Renesse M-K. Dean-Kawasaki dynamics: ill-posedness vs. triviality. Electronic Communications in Probability. 2019;24: 8.We prove that the Dean-Kawasaki SPDE admits a solution only in integer parameter regimes, in which case the solution is given in terms of a system of non-interacting particles
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
Stochastic PDEs of Fluctuating Hydrodynamics are a powerful tool for the description of fluctuations...
We give an accurate asymptotic estimate for the gap of the generator of a particular interacting pa...
The Dean–Kawasaki equation—a strongly singular SPDE—is a basic equation of fluctuating hydrodynamics...
The evolution of finitely many particles obeying Langevin dynamics is described by Dean–Kawasaki equ...
We consider a nonlinear SPDE approximation of the Dean-Kawasaki equation for independent particles. ...
Kondratiev Y, Lytvynov E, Röckner M. Equilibrium Kawasaki dynamics of continuous particle systems. I...
The Dean-Kawasaki equation - a strongly singular SPDE - is a basic equation of fluctuating hydrodyna...
Kondratiev Y, Kutoviy OV, Lytvynovd EW. Diffusion approximation for equilibrium Kawasaki dynamics in...
A stochastic PDE, describing mesoscopic fluctuations in systems of weakly interacting inertial parti...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
AbstractA Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particle...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
The Regularised Inertial Dean–Kawasaki model (RIDK) – introduced by the authors and J. Zimmer in ear...
Konarovskyi V. Coalescing-Fragmentating Wasserstein Dynamics: particle approach. ArXiv:1711.03011 . ...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
Stochastic PDEs of Fluctuating Hydrodynamics are a powerful tool for the description of fluctuations...
We give an accurate asymptotic estimate for the gap of the generator of a particular interacting pa...
The Dean–Kawasaki equation—a strongly singular SPDE—is a basic equation of fluctuating hydrodynamics...
The evolution of finitely many particles obeying Langevin dynamics is described by Dean–Kawasaki equ...
We consider a nonlinear SPDE approximation of the Dean-Kawasaki equation for independent particles. ...
Kondratiev Y, Lytvynov E, Röckner M. Equilibrium Kawasaki dynamics of continuous particle systems. I...
The Dean-Kawasaki equation - a strongly singular SPDE - is a basic equation of fluctuating hydrodyna...
Kondratiev Y, Kutoviy OV, Lytvynovd EW. Diffusion approximation for equilibrium Kawasaki dynamics in...
A stochastic PDE, describing mesoscopic fluctuations in systems of weakly interacting inertial parti...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
AbstractA Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particle...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
The Regularised Inertial Dean–Kawasaki model (RIDK) – introduced by the authors and J. Zimmer in ear...
Konarovskyi V. Coalescing-Fragmentating Wasserstein Dynamics: particle approach. ArXiv:1711.03011 . ...
A Kawasaki dynamics in continuum is a dynamics of an infinite system of interacting particles in Rd ...
Stochastic PDEs of Fluctuating Hydrodynamics are a powerful tool for the description of fluctuations...
We give an accurate asymptotic estimate for the gap of the generator of a particular interacting pa...