Contribution to Book
Numerical solutions of thalamo-cortical systemsNumerical Analysis and Approximation Theory (2006)
AbstractThalamocortical problems, which are written as systems of Volterra integro-differential equations, are studied. Waveform relaxation, which can be efficiently implemented in parallel computing environments, is applied to the systems. A new error bound is derived for waveform relaxation applied to the thalamocortical problems. Exact values of the kernel of the Volterra integro-differential equations are used in the derivation. Fast convergence of waveform relaxation applied to the problems is illustrated by numerical experiments.
Citation InformationBarbara Zubik-Kowal and Zdzislaw Jackiewicz. "Numerical solutions of thalamo-cortical systems" Numerical Analysis and Approximation Theory (2006)
Available at: http://works.bepress.com/barbara_zubik_kowal/29/