In this paper we prove that solutions of the 2D Euler equations in vorticity formulation obtained via vanishing viscosity approximation are renormalized
textThe Navier-Stokes equations describe the motion of an incompressible fluid of constant density ...
In the class of admissible weak solutions, we prove a weak-strong uniqueness result for the incompre...
We present results concerning the local existence, regularity and possible blow up of solutions to i...
In this paper we prove that solutions of the 2D Euler equations in vorticity formulation obtained vi...
In this paper we prove the uniform-in-time Lp convergence in the inviscid limit of a family ων of so...
In the first part of this paper we establish a uniqueness result for continuity equations with veloc...
We prove two results of strong continuity with respect to the initial datum for bounded solutions to...
We discuss the Lagrangian property and the conservation of the kinetic energy for solutions of the 2...
We consider solutions to the two-dimensional incompressible Euler system with only integrable vortic...
We discuss the Lagrangian property and the conservation of the kinetic energy for solutions of the 2...
In this paper we prove the uniform-in-time $L^p$ convergence in the inviscid limit of a family $\ome...
The concept of renormalized dissipative measures-valued (rDMV) solutions to a complete Euler system ...
We give a vorticity-dynamical proof of $C^1\cap H^2$-illposedness of the 2D Euler equations. Our con...
We consider energy conservation in a two-dimensional incompressible and inviscid flow through weak s...
We consider the Euler--Voigt equations in a smooth bounded domain as an approximation for the 3D Eul...
textThe Navier-Stokes equations describe the motion of an incompressible fluid of constant density ...
In the class of admissible weak solutions, we prove a weak-strong uniqueness result for the incompre...
We present results concerning the local existence, regularity and possible blow up of solutions to i...
In this paper we prove that solutions of the 2D Euler equations in vorticity formulation obtained vi...
In this paper we prove the uniform-in-time Lp convergence in the inviscid limit of a family ων of so...
In the first part of this paper we establish a uniqueness result for continuity equations with veloc...
We prove two results of strong continuity with respect to the initial datum for bounded solutions to...
We discuss the Lagrangian property and the conservation of the kinetic energy for solutions of the 2...
We consider solutions to the two-dimensional incompressible Euler system with only integrable vortic...
We discuss the Lagrangian property and the conservation of the kinetic energy for solutions of the 2...
In this paper we prove the uniform-in-time $L^p$ convergence in the inviscid limit of a family $\ome...
The concept of renormalized dissipative measures-valued (rDMV) solutions to a complete Euler system ...
We give a vorticity-dynamical proof of $C^1\cap H^2$-illposedness of the 2D Euler equations. Our con...
We consider energy conservation in a two-dimensional incompressible and inviscid flow through weak s...
We consider the Euler--Voigt equations in a smooth bounded domain as an approximation for the 3D Eul...
textThe Navier-Stokes equations describe the motion of an incompressible fluid of constant density ...
In the class of admissible weak solutions, we prove a weak-strong uniqueness result for the incompre...
We present results concerning the local existence, regularity and possible blow up of solutions to i...
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