Accession Number:

AD0753164

Title:

Strang Type Difference Schemes for Multidimensional Problems.

Descriptive Note:

Scientific rept.,

Corporate Author:

TEL-AVIV UNIV (ISRAEL) DEPT OF MATHEMATICAL SCIENCES

Personal Author(s):

• Gottlieb,David

Report Date:

1972-01-01

Pagination or Media Count:

30.0

Abstract:

The purpose of the report is to present some explicit finite difference schemes for solving initial value problems of hyperbolic type. Use is made of Strangs theorem which states that the solution of a difference equation approximates the sufficiently smooth solution of the system of partial differential equations if the first variation of the difference scheme is stable.

Descriptors:

• (*PARTIAL DIFFERENTIAL EQUATIONS
• NUMERICAL INTEGRATION)
• (*DIFFERENCE EQUATIONS
• NUMERICAL ANALYSIS)
• MATRICES(MATHEMATICS)
• BOUNDARY VALUE PROBLEMS
• PERMUTATIONS
• STABILITY
• THEOREMS
• ISRAEL

Subject Categories:

• Theoretical Mathematics

Distribution Statement:

APPROVED FOR PUBLIC RELEASE