A difference scheme for the camassa-holm equation: WITH ASPECTS OF ARTIFICIAL INTELLIGENCE

Ahamed Adam Abdelgadir; Yang-Xin Yao; Yi-Ping Fu; Ping Huang

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A difference scheme for the camassa-holm equation: WITH ASPECTS OF ARTIFICIAL INTELLIGENCE

Conference proceeding

Peer reviewed

A difference scheme for the camassa-holm equation: WITH ASPECTS OF ARTIFICIAL INTELLIGENCE

Ahamed Adam Abdelgadir, Yang-Xin Yao, Yi-Ping Fu and Ping Huang

ADVANCED INTELLIGENT COMPUTING THEORIES AND APPLICATIONS, PROCEEDINGS, Vol.4682, pp.1287-1295

Lecture Notes in Artificial Intelligence

01/01/2007

Abstract

Computer Science

Computer Science, Artificial Intelligence

Computer Science, Theory & Methods

Operations Research & Management Science

Science & Technology

Technology

In this paper, a difference scheme satisfying two conservative laws for the periodic Camassa-Holm equation is given. Convergence is proved. The numerical simulation exhibits the time evolution and the interaction of solitary wave solutions.

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Title: A difference scheme for the camassa-holm equation
Creators - without role: Ahamed Adam Abdelgadir - Supreme Council Of Health
Yang-Xin Yao - Supreme Council Of Health
Yi-Ping Fu - Supreme Council Of Health
Ping Huang - Supreme Council Of Health
Contributors - without role: D S Huang
L Heutte
M Loog
Publication Details: ADVANCED INTELLIGENT COMPUTING THEORIES AND APPLICATIONS, PROCEEDINGS, Vol.4682, pp.1287-1295
Series: Lecture Notes in Artificial Intelligence
Publisher: Springer Nature
Number of pages: 9
Grant note: 10471047 / Natural Science Foundation of China; National Natural Science Foundation of China (NSFC)
Identifiers: 9930162808331
Academic Unit: Taibah University
Language: English
Resource Type: Conference proceeding