In this note we study a function which frequently appears in partial differential equations. We prove that this function is absolutely continuous, hence it can be written as a definite integral. As a result we obtain some estimates regarding solutions of the Hamilton-Jacobi systems
In this note, we propose to revisit the approximate stationary Hamilton-Jacobi equations and analyse...
We consider Lipschitz continuous viscosity solutions to an evolutive Hamilton-Jacobi equation. The e...
The uniqueness of classical semicontinuous viscosity solutions of the Cauchy problem for Hamilton-Ja...
In this note we study a function which frequently appears in partial differential equations. We prov...
The aim of this paper is to discuss the absolute continuity of certain composite functions and di er...
In this note, the notion of absolute continuity of functions of two variables is discussed. We reca...
In this paper we study the regularity of the solutions of viscosity solutions of the following Hami...
AbstractA negative solution of Problem 188 posed by Max Eidelheit in the Scottish Book concerning su...
In this paper we study the regularity of the solutions of viscosity solutions of the following Hami...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
In this note, we propose to revisit the approximate stationary Hamilton-Jacobi equations and analyse...
summary:We study the question of the existence, uniqueness, and continuous dependence on parameters ...
summary:We study the question of the existence, uniqueness, and continuous dependence on parameters ...
In this paper, we study the Hamiltonian systems $ H\left( {y,x,\xi ,\varepsilon } \right) = \left\la...
In this note, we propose to revisit the approximate stationary Hamilton-Jacobi equations and analyse...
We consider Lipschitz continuous viscosity solutions to an evolutive Hamilton-Jacobi equation. The e...
The uniqueness of classical semicontinuous viscosity solutions of the Cauchy problem for Hamilton-Ja...
In this note we study a function which frequently appears in partial differential equations. We prov...
The aim of this paper is to discuss the absolute continuity of certain composite functions and di er...
In this note, the notion of absolute continuity of functions of two variables is discussed. We reca...
In this paper we study the regularity of the solutions of viscosity solutions of the following Hami...
AbstractA negative solution of Problem 188 posed by Max Eidelheit in the Scottish Book concerning su...
In this paper we study the regularity of the solutions of viscosity solutions of the following Hami...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
summary:We consider the integral equation $h(u(t))=f\big(\int_I g(t,x)\,u(x)\,dx\big)$, with $t\in[0...
In this note, we propose to revisit the approximate stationary Hamilton-Jacobi equations and analyse...
summary:We study the question of the existence, uniqueness, and continuous dependence on parameters ...
summary:We study the question of the existence, uniqueness, and continuous dependence on parameters ...
In this paper, we study the Hamiltonian systems $ H\left( {y,x,\xi ,\varepsilon } \right) = \left\la...
In this note, we propose to revisit the approximate stationary Hamilton-Jacobi equations and analyse...
We consider Lipschitz continuous viscosity solutions to an evolutive Hamilton-Jacobi equation. The e...
The uniqueness of classical semicontinuous viscosity solutions of the Cauchy problem for Hamilton-Ja...
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