Green's Function
The Green's function for the d'Alembertian is defined by the equation
where is the Dirac delta function and and are two points in Minkowski space.
A special solution is given by the retarded Green's function which corresponds to signal propagation only forward in time
where is the Heaviside step function.
Read more about this topic: D'Alembert Operator
Famous quotes containing the words green and/or function:
“he went down
As when a lordly cedar, green with boughs,
Goes down with a great shout upon the hills,
And leaves a lonesome place against the sky.”
—Edwin Markham (18521940)
“The more books we read, the clearer it becomes that the true function of a writer is to produce a masterpiece and that no other task is of any consequence.”
—Cyril Connolly (19031974)