This month Tom Rother, scientist at IMF, published the book “Green’s Functions in Classical Physics” in the book series Lecture Notes in Physics released by Springer. The book presents the Green’s ...

— Although physics can unite scholars from the most diverse backgrounds one disagreement regularly erupts: whether to write and say “Green's function” or “Green function”. Whatever the reason for the ...

This is a preview. Log in through your library . Abstract A method is outlined for the determination of the Green's function associated with any partial differential equation for arbitrary domains.

Optimal pointwise estimates are derived for the biharmonic Green function under Dirichlet boundary conditions in arbitrary C4,γ-smooth domains. Maximum principles do not exist for fourth order ...