Multi-dimensional asymptotically stable 4th order accurate schemes for the diffusion equation

Resource Information

The work Multi-dimensional asymptotically stable 4th order accurate schemes for the diffusion equation represents a distinct intellectual or artistic creation found in University of Missouri-St. Louis Libraries. This resource is a combination of several types including: Work, Language Material, Books.

Label

Multi-dimensional asymptotically stable 4th order accurate schemes for the diffusion equation

Statement of responsibility

Saul Abarbanel, Adi Ditkowski

Title variation

Multi-dimensional asymptotically stable fourth order accurate schemes for the diffusion equation

Creator

• Abarbanel, Saul S., 1931-

Contributor

• Ditkowski, Adi
• Institute for Computer Applications in Science and Engineering

Subject

• Dirichlet problem
• Diffusion
• Boundary conditions
• Algorithms
• Partial differential equations

Language

eng

Member of

• NASA contractor report, NASA CR-198279
• ICASE report, no. 96-8

Cataloging source

GPO

Government publication

federal national government publication

Index

no index present

Literary form

non fiction

Series statement

• ICASE report
• NASA contractor report

Series volume

• no. 96-8
• 198279