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|\nabla u|^2=f(u(r))$|\nabla u|^2=f(u(r))$ is a special case of the eikonal equation.
You could advise any good book on pdes.
Also you will need to sharpen your knowledge on Hamilton-Jacobi methods.
ps. Oops, beaten to it.
|\nabla u|^2=f(u(r)) is a special case of the eikonal equation.
You could advise any good book on pdes.
Also you will need to sharpen your knowledge on Hamilton-Jacobi methods.
ps. Oops, beaten to it.
$|\nabla u|^2=f(u(r))$ is a special case of the eikonal equation.
You could advise any good book on pdes.
Also you will need to sharpen your knowledge on Hamilton-Jacobi methods.
|\nabla u|^2=f(u(r)) is a special case of the eikonal equation.
You could advise any good book on pdes.
Also you will need to sharpen your knowledge on Hamilton-Jacobi methods.
