Electronic Journal of Differential Equations, Conference 02, 1999.

Proceedings of the 15th Annual Conference of Applied Mathematics,
University of Central Oklalhoma, February 12-13, 1999.

The following articles were presented at conference, and then 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 editor, David P. Stapleton.

Table of contents. (in alphabetical order)

• H. Y. Alkahby & F. N. Jalbout, Numerical studies of vertically propagating acoustic and magneto-acoustic waves in an isothermal atmosphere, pp. 93-103 .
• H. Y. Alkahby & F. N. Jalbout, Sorting and cost analysis of reworking items in rejected lots based on non-destructive variable sampling plan, pp. 105-114 .
• H. Y. Alkahby, Mathematical model for the basilar membrane as a two dimensional plate, pp. 115-124 .
• Zhangxin Chen & Natalia L. Khlopina, Degenerate two-phase incompressible flow problems III: Perturbation analysis and numerical experiments, pp. 29-46.
• R. S. Dahiya & Jafar Saberi-Nadjafi, Theorems on n-dimensional Laplace transforms and their applications, pp. 61-74 .
• David Goeken & Olin Johnson, Fifth-order Runge-Kutta with higher order derivative approximations, pp. 1-9.
• Henry E. Heatherly & Jason P. Huffman, Noncommutative operational calculus, pp. 11-18.
• Jun Hua & James L. Moseley, A one dimensional Hammerstein problem, pp. 47-60.
• Alexandra Kurepa & Hugh Weithers, Oscillation of the solution to a singular differential equation, pp. 19-27 .
• Marcin Paprzycki, Svetozara Petrova, & Julian Sanchez, Implementing parallel elliptic solver on a Beowulf cluster, pp. 75-85.
• Hushang Poorkarimi & Joseph Wiener, Bounded solutions of nonlinear parabolic equations with time delay , pp. 87-91.
• Valentino Anthony Simpao, Operational WKB solution to the initial/final-value problem for Beechem-Haas equations, pp. 125-131 .
• Valentino Anthony Simpao, Traveling-wave solutions of a modified Hodgkin-Huxley type neural model via Novel analytical results for nonlinear transmission lines with arbitrary I(V) characteristics, pp. 131-133 .