Beyond uniqueness: Relaxa
Beyond uniqueness: Relaxation calculus of junction conditions for coercive Hamilton-Jacobi equations
Beyond uniqueness: Relaxation calculus of junction conditions for coercive Hamilton-Jacobi equations
arXiv:2502.03840v1 Announce Type: new
Abstract: A junction is a particular network given by the collection of $Nge 1$ half lines $[0,+infty)$ glued together at the origin. On such a junction, we consider evolutive Hamilton-Jacobi equations with $N$ coercive Hamiltonians. Furthermore,we consider a g…
