An important class of problems exhibits smooth behavior in space and time on a macroscopic scale, while only a microscopic evolution law is known.

Dec 1, 2003 · Abstract: An important class of problems exhibits smooth behaviour in space and time on a macroscopic scale, while only a microscopic ...

Abstract. An important class of problems exhibits smooth behavior in space and time on a macroscopic scale, while only a microscopic evolution law is known.

An important class of problems exhibits smooth behavior in space and time on a macroscopic scale, while only a microscopic evolution law is known.

This work analyzes the convergence of the gap-tooth scheme for a parabolic homogenization problem with nonlinear reaction and shows that it approximates a ...

An important class of problems exhibits smooth behaviour in space and time on a macroscopic scale, while only a microscopic evolution law is known.

An important class of problems exhibits smooth behavior in space and time on a macroscopic scale, while only a microscopic evolution law is known.

Dec 1, 2003 · Abstract. An important class of problems exhibits smooth behaviour in space and time on a macroscopic scale, while only a microscopic ...

The scheme approximates the evolution of an unavailable (in closed form) macroscopic equation in a macroscopic domain; it only uses appropriately initialized ...

Samaey, Roose, and Kevrekidis. 2005. “The Gap-Tooth Scheme for Homogenization Problems”. Multiscale Modeling & Simulation 4 (1): 278-306.