Add to ORKGIn this paper we prove the existence and uniqueness of viscosity solutions of the Cauchy problem for the second order nonlinear partial differential equations in Hilbert spaces
15 pagesIn this paper, we establish a new uniqueness result of a (continuous) viscosity solution for...
The existence and the uniqueness of solution of a Cauchy problem related to a second order nonlinear...
In this article, we introduce a new approach for proving Maximum Principle type results for viscosit...
AbstractWe prove here the uniqueness and existence of viscosity solutions for a general class of ful...
We prove here the uniqueness and existence of viscosity solutions for a general class of fully nonli...
We investigate comparison and existence results for viscosity solutions of fully nonlinear, second-o...
AbstractWe investigate comparison and existence results for viscosity solutions of fully nonlinear, ...
AbstractWe study Hamilton-Jacobi equations with an unbounded term in Hilbert spaces. We introduce a ...
We prove existence and uniqueness of viscosity solutions of Cauchy problems for fully nonlinear unbo...
This paper is concerned with the uniqueness and existence of viscosity solutions of nonlinear second...
The viscosity solutions of the Cauchy problem u_t+H(x, u, Du)=0,u(x, 0)=u_0(x) in R^N, where H : R_N...
For a class of fully nonlinear equations having second order operators which may be singular or dege...
We study a nonlinear partial differential equation with Lipschitz continuous coefficient functions. ...
This paper deals with the behavior of solutions of ordinary differential equations in a Hilbert Spac...
In this article, we introduce a new approach for proving Maximum Principle type results for viscosit...
15 pagesIn this paper, we establish a new uniqueness result of a (continuous) viscosity solution for...
The existence and the uniqueness of solution of a Cauchy problem related to a second order nonlinear...
In this article, we introduce a new approach for proving Maximum Principle type results for viscosit...
AbstractWe prove here the uniqueness and existence of viscosity solutions for a general class of ful...
We prove here the uniqueness and existence of viscosity solutions for a general class of fully nonli...
We investigate comparison and existence results for viscosity solutions of fully nonlinear, second-o...
AbstractWe investigate comparison and existence results for viscosity solutions of fully nonlinear, ...
AbstractWe study Hamilton-Jacobi equations with an unbounded term in Hilbert spaces. We introduce a ...
We prove existence and uniqueness of viscosity solutions of Cauchy problems for fully nonlinear unbo...
This paper is concerned with the uniqueness and existence of viscosity solutions of nonlinear second...
The viscosity solutions of the Cauchy problem u_t+H(x, u, Du)=0,u(x, 0)=u_0(x) in R^N, where H : R_N...
For a class of fully nonlinear equations having second order operators which may be singular or dege...
We study a nonlinear partial differential equation with Lipschitz continuous coefficient functions. ...
This paper deals with the behavior of solutions of ordinary differential equations in a Hilbert Spac...
In this article, we introduce a new approach for proving Maximum Principle type results for viscosit...
15 pagesIn this paper, we establish a new uniqueness result of a (continuous) viscosity solution for...
The existence and the uniqueness of solution of a Cauchy problem related to a second order nonlinear...
In this article, we introduce a new approach for proving Maximum Principle type results for viscosit...