Electronic Journal of Differential Equations, Conference 03, 1999.
Proceedings of the Fouth Mississippi State Conference
on Difference Equations and Computational Simulations
Mississippi State University, May 21-22, 1999.
The following papers were presented at conference, then refereed and
accepted for publication in a special issue of the
Electronic Journal of Differential Equations. Details about the
conference can be found in the Foreword Message
from the editors, J. Graef, R. Shivaji, B. Soni, & J. Zhu.
Table of contents. (In alphabetical order)
- Miroslav Bartusek;
On oscillatory solutions of third order differential equation with
quasiderivatives,
pp. 1-11.
- Clarence O. E. Burg;
Use of discrete sensitivity analysis to transform explicit simulation
codes into design optimization codes,
pp. 13--27.
- Ondrej Dosly;
A remark on the half-linear extension of the Hartman-Wintner theorem,
pp. 29--37.
- Eugene C. Eckstein, Jerome A. Goldstein, & Mark Leggas;
The mathematics of suspensions: Kac walks and asymptotic analyticity,
pp. 39-50.
- Thomas C. Gard;
Asymptotic and transient analysis of stochastic core ecosystem models,
pp. 51-62.
- Johnny Henderson & Alvina M. Johnson;
Uniqueness implies existence for discrete fourth order Lidstone
boundary-value problems,
pp. 63--73.
- Robert M. Houck & Stephen B. Robinson;
A singular nonlinear boundary-value problem,
pp. 75--90.
- Zhilin Li & Yun-Qiu Shen;
A numerical method for solving heat equations involving interfaces,
pp. 100-108.
- Chunqing Lu;
On matched asymptotic analysis for laminar channel flow with
a turning point,
pp. 109--118.
- Ping Wang \& Kewang Zheng;
Determination of the source/sink term in a heat equatio,
pp. 119--125.
Note: Bibliographical references to articles in this
proceedings should be written as follows.
Author's name, Title of the article
Proceedings of the Fouth Mississippi State Conference
on Difference Equations and Computational Simulations,
Electron. J. Diff. Eqons., Conference 03 (1999), pp. ##-##.
Go to the Electronic Journal of Differential Equations.