none1noWe show that the singularities of the viscosity solutions for a class of Hamilton–Jacobi equations propagate along the generalized characteristics for all the times.mixedAlbano, PaoloAlbano, Paol
Semiconcave functions are a well-known class of nonsmooth functions that possess deep connections w...
We consider the Dirichlet problem for a class of Hamilton- Jacobi equations and we show that if the ...
Abstract: "In this work we study the generation of singularities (shock waves) of the solution of th...
We show that the singularities of the viscosity solutions for a class of Hamilton–Jacobi equations p...
none1noWe consider the viscosity solution of the Cauchy problem for a class of Hamilton–Jacobi equa...
We investigate the properties of the set of singularities of semiconcave solutions of Hamilton-Jacob...
In this note we study the generation and propagation of singularities (shock waves) of the solution ...
Abstract: "In this work we study the generation and propagation of singularities (shock waves) of th...
We study the Dirichlet problem for Hamilton–Jacobi equations of the form (Formula presented.), witho...
This paper studies the structure of the singular set (points of nondifferentiability) of viscosity ...
AbstractWe study the Dirichlet problem for viscous Hamilton–Jacobi equations. Despite this type of e...
We address the topology of the set of singularities of a solution to a Hamilton–Jacobi equation. For...
In this paper we study the existence of a singular Hamilton–Jacobi equation under the framework of v...
Two different types of generalized solutions, namely viscosity and variational solutions, were intro...
Semiconcave functions are a well-known class of nonsmooth functions that possess deep connections w...
We consider the Dirichlet problem for a class of Hamilton- Jacobi equations and we show that if the ...
Abstract: "In this work we study the generation of singularities (shock waves) of the solution of th...
We show that the singularities of the viscosity solutions for a class of Hamilton–Jacobi equations p...
none1noWe consider the viscosity solution of the Cauchy problem for a class of Hamilton–Jacobi equa...
We investigate the properties of the set of singularities of semiconcave solutions of Hamilton-Jacob...
In this note we study the generation and propagation of singularities (shock waves) of the solution ...
Abstract: "In this work we study the generation and propagation of singularities (shock waves) of th...
We study the Dirichlet problem for Hamilton–Jacobi equations of the form (Formula presented.), witho...
This paper studies the structure of the singular set (points of nondifferentiability) of viscosity ...
AbstractWe study the Dirichlet problem for viscous Hamilton–Jacobi equations. Despite this type of e...
We address the topology of the set of singularities of a solution to a Hamilton–Jacobi equation. For...
In this paper we study the existence of a singular Hamilton–Jacobi equation under the framework of v...
Two different types of generalized solutions, namely viscosity and variational solutions, were intro...
Semiconcave functions are a well-known class of nonsmooth functions that possess deep connections w...
We consider the Dirichlet problem for a class of Hamilton- Jacobi equations and we show that if the ...
Abstract: "In this work we study the generation of singularities (shock waves) of the solution of th...
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