unique Green's function. Green's functions may be categorized, by the type of boundary conditions satisfied, by a Green's function number. Also, Green's functions...

Multiscale Green's function (MSGF) is a generalized and extended version of the classical Green's function (GF) technique for solving mathematical equations...

operators act. They are named after the mathematician George Green, who discovered Green's theorem. This identity is derived from the divergence theorem...

therefore, often called (causal) Green's functions (called "causal" to distinguish it from the elliptic Laplacian Green's function). In non-relativistic quantum...

In mathematical heat conduction, the Green's function number is used to uniquely categorize certain fundamental solutions of the heat equation to make...

the Green's functions used to solve inhomogeneous differential equations, to which they are loosely related. (Specifically, only two-point 'Green's functions'...

Green function might refer to: Green's function of a differential operator Deligne–Lusztig theory (Green function) in the representation theory of finite...

In physics, the Green's function (or fundamental solution) for the Laplacian (or Laplace operator) in three variables is used to describe the response...

of pre-defined basis functions; generally, the coefficients of these basis functions are the sought unknowns. Green's functions and Galerkin method play...

In mathematics, influence function is used to mean either: a synonym for a Green's function; Influence function (statistics), the effect on an estimator...