3:40 John V. Matthews, III (North Carolina State University)

Solving a granular flow problem with a discontinuous Galerkin method

4:05 C. Maeve McCarthy (Murray State University)

A Rayleigh-Ritz method for the recovery of a density function in a two-dimensional inverse spectral problem

4:30 'Kale Oyedeji (Morehouse College)

Nonstandard, explicit discretizations of first-order ODE's

4:55 Tri Van (University of Florida)

An application of finite element methods to the singular Sturm-Liouville eigenvalue problem

5:20 J. M.-S. Lubuma (Vista University)

On the Fourier-boundary element method for elliptic problems with edge singularities

5:45 Abdelkader Laazizi (University Sidi Mohamed ben Abdellah)

Mixed methods for elliptic problem with rough coefficients

3:40 John V. Baxley (Wake Forest University)

A class of singular nonlinear boundary value problems

4:05 Pedro M. Jordan (University of New Orleans)

Some mathematical implications for the static phi-four equation

4:30 Elena V. Rossi (Auburn University)

On solvability of an elliptic BVP at resonance at the Fucik eigenvalue

4:55 Xiangsheng Xu (Mississippi State University)

A local partial regularity theorem for weak solutions of degenerate elliptic PDEs and its application to the thermister problem

5:20 Maya Chhetri (Mississippi State University)

An existence result for a class of sublinear semipositone systems

5:45 Abderrahim El Attar (University Sidi Mohamed ben Abdellah)

On the first eigencurve for p-Laplacian with indefinite weight

3:40 Thomas C. Gard (The University of Georgia)

Recurrent and transient properties of stochastic population models

4:05 Mahmoud J. Anabtawi (Tennessee State University)

Convergence stability and analysis of large-scale parabolic systems under Markovian structural perturbations-I

4:30 Seth Armstrong (Arkansas State University)

A phase space approach to the numerical solution of a class of singular differential equations

4:55 Yongzhi Xu (University of Tennessee at Chattanooga)

A simple method for inverse scattering problem in an ocean

5:20 R. L. Herman (University of North Carolina at Wilmington)

Scattering of Rossby waves from piecewise-linear topographies using the transfer matrix method

5:45 Seth F. Oppenheimer (Mississippi State University)

A river water quality model for time varying BOD discharge concentration

4:05 P. W. Eloe (University of Dayton)

Comparison of Green's functions for a family of multipoint boundary value problems

4:30 Tammy Voepel (University of South Carolina Union)

Variable change for fourth order difference equations

4:55 M. N. Islam (University of Dayton)

Stability properties and integrability of the resolvent in linear Volterra integrodifferential equations

5:20 Bo Zhang (Fayetteville State University)

Asymptotic stability in linear Volterra equations

5:45 Bhagat Singh (University of Wisconsin-Manitowoc)

Asymptotic behavior of solutions of a class of higher order ordinary differential equations

8:00 Philippe B. Laval (Kennesaw State University)

Noise removal from images based on mean curvature flow for nonparametric surfaces

8:25 Uwe F. Mayer (Vanderbilt University)

Classical solutions for diffusion-induced grain motion

8:50 Robert Stephen Cantrell (University of Miami)

On the effects of domain size on the persistence of populations in a diffusive food-chain model with DeAngelis-Beddington functional response

9:15 Chris Cosner (University of Miami)

Competitive reversals inside ecological reserves: the role of external habitat degradation

9:40 Masato Iida (Iwate University)

A reaction-diffusion system reduced to a Stefan-like free boundary problem

8:00 John R. Graef (Mississippi State University)

Periodic solutions of a forced delay differential equation

8:25 Bo Yang (Mississippi State University)

Necessary and sufficient conditions for the existence of a bounded nonoscillatory solution of a neutral delay differential equation

8:50 Youssef Raffoul (Tougaloo College)

Periodic solutions of a difference equation with finite delay

9:15 John M. Davis (Auburn University)

Existence of triple positive solutions for (k,n-k) right focal boundary value problems

9:40 Michael Y. Li (Mississippi State University)

Stability of periodic solutions in higher dimensions

8:00 M. E. Bradley (University of Louisville)

Bilinear optimal control of a Kirchhoff plate via velocity controller

8:25 C. A. McMillan (Virginia Tech.)

Exact controllablility of a cylinder

8:50 K. Renee Fister (Murray State University)

Cell-cycle-specific chemotherapy and optimal control

9:15 Hang Gao (Northeast Normal University)

Optimal control of growth rate for a class of population systems

9:40 Lester F. Caudill, Jr. (University of Richmond)

Stability and reconstruction for an inverse problem for the heat equation

8:00 George A. Hagedorn (Virginia Tech.)

Semiclassical dynamics with exponentially small errors

8:25 Yu. Karpeshina (University of Alabama at Birmingham)

On the density of states for the Schrodinger operator with a periodic potential

8:50 Milena Stanislavova (University of Missouri-Columbia)

Invariant manifolds for nonlinear Schrodinger equation

9:15 Atanas Stefanov (University of Missouri-Columbia)

Strichartz estimates for the Schrodinger equation with radial data

9:40 Rudi Weikard (University of Alabama at Birmingham)

Algebro­geometric differential operators

3:00 G. W. Clark (Virginia Commonwealth University)

Homogenization of a model for flow in a partially fissured medium

3:25 Stephen J. Watson (Louisiana State University)

On temporal asymptotics in one-dimensional nonlinear thermoviscoelasticity

3:50 James A. Reneke (Clemson University)

Communications modeled by a PDE on a discrete network

3:00 Liancheng Wang (Mississippi State University)

A criterion for stability of matrices

3:25 Mohsen Razzaghi (Mississippi State University)

A spectral method for the solution of nonlinear matrix equations

3:50 A. M. Blazhievskiy (Technological University of Podillia)

Fourier and Bessel equations in summation of functional series

3:00 Gaston M. N'guerekata (Morgan State University)

On almost automorphic solutions of some evolution equations

3:25 J. Matias Navarro S. (Ciudad Universitaria)

Bifurcations of simple umbilical points on surfaces immersed in R⁴

3:50 A. Raouf Chouikha (University of Paris-Nord)

About some monotonicity conditions for the period function

3:00 G. Edgar Parker (James Madison University)

The algebraic structure of projectively polynomial functions

3:25 James Sochacki (James Madison University)

Newton's method revisited

3:50 Xianhua Huang (Concordia University)

A computer assisted approach to Hilbert's 16th problem

Last modified October 14, 1998.
Copyright © A. J. Meir, all rights reserved.