Alternating Direction Methods for Hyperbolic Differential Equations
Alternating Direction Methods for Hyperbolic Differential Equations
MILTON LEESf 1. Introduction.The difference equation (1.1) ut u,q-V depending on the nonnegative parameter % was introduced by yon Neumann (cf.[1]) for the numerical solution of boundary value problems for the one-dimensional wave equation 02w Ot OxIn (1.1), the subscripts and x denote forward difference quotients, and denote backward difference …