We introduce a dissipative measure-valued solution to the compressible non-Newtonian system. We generalized a result given by Novotný, Nečasová [14]. We derive a relative entropy inequality for measure-valued solution as an extension of the classical entropy inequality introduced by Dafermos [2], Mellet-Vasseur [11], Feireisl-Jin-Novotný [5]
Several notions of weak or 'very weak' solutions have been suggested for the incompressible and comp...
On the basis of just the microscopic definition of thermodynamic entropy and the definition of the r...
In this paper, we re-visit Gibbs’ second (unresolved) paradox, namely the constancy of the finegrain...
In this paper our goal is to define a renormalized dissipative measure-valued (rDMV) solution of com...
"There is no theory for the initial value problem for compressible flows in two space dimension...
International audienceMany thermodynamic relations involve inequalities, with equality if a process ...
Abstract We discuss how the recently developed energy dissipation methods for reaction diffusion sy...
AbstractRecently A. Vasseur and C. Yu have proved (see A. Vasseur, C. Yu, Existence of global weak s...
Hofmanová M, Koley U, Sarkar U. Measure-valued solutions to the stochastic compressible Euler equati...
We consider pressureless compressible Euler equations driven by nonlocal repulusion-attraction and ...
Can every measure-valued solution to the compressible Euler equations be approximated by a sequence ...
We discuss how the recently developed energy dissipation methods for reaction diffusion systems can ...
We introduce the notion of metric entropy for a nonautonomous dynamical system given by a sequence o...
We discuss how the recently developed energy dissipation methods for reaction diffusion systems can ...
Can every measure-valued solution to the compressible Euler equations be approximated by a sequence ...
Several notions of weak or 'very weak' solutions have been suggested for the incompressible and comp...
On the basis of just the microscopic definition of thermodynamic entropy and the definition of the r...
In this paper, we re-visit Gibbs’ second (unresolved) paradox, namely the constancy of the finegrain...
In this paper our goal is to define a renormalized dissipative measure-valued (rDMV) solution of com...
"There is no theory for the initial value problem for compressible flows in two space dimension...
International audienceMany thermodynamic relations involve inequalities, with equality if a process ...
Abstract We discuss how the recently developed energy dissipation methods for reaction diffusion sy...
AbstractRecently A. Vasseur and C. Yu have proved (see A. Vasseur, C. Yu, Existence of global weak s...
Hofmanová M, Koley U, Sarkar U. Measure-valued solutions to the stochastic compressible Euler equati...
We consider pressureless compressible Euler equations driven by nonlocal repulusion-attraction and ...
Can every measure-valued solution to the compressible Euler equations be approximated by a sequence ...
We discuss how the recently developed energy dissipation methods for reaction diffusion systems can ...
We introduce the notion of metric entropy for a nonautonomous dynamical system given by a sequence o...
We discuss how the recently developed energy dissipation methods for reaction diffusion systems can ...
Can every measure-valued solution to the compressible Euler equations be approximated by a sequence ...
Several notions of weak or 'very weak' solutions have been suggested for the incompressible and comp...
On the basis of just the microscopic definition of thermodynamic entropy and the definition of the r...
In this paper, we re-visit Gibbs’ second (unresolved) paradox, namely the constancy of the finegrain...