8:00 a.m. Stochastic and Deterministic Discrete Age-Structured Models. Linda J. S. Allen*, Texas Tech University
Garry L. Block, Texas Tech University
(939-39-723)
8:30 a.m. Lyapunov functions for discrete population models. J. M. Cushing*, University of Arizona
(939-92-658)
9:00 a.m. Multiple Attractors and Resonance in Periodically-Forced Discrete Models. Shandelle M Henson*, University of Arizona
(939-39-794)
9:30 a.m. Extinction, Weak Extinction, and Persistence in a Discrete, Competitive Lotka-Volterra Model . David M. Chan*, North Carolina State University
John E. Franke, North Carolina State University
(939-92-122)
10:00 a.m. Competition and Predation in Size-Structured Discrete Models. Abdul-Aziz Yakubu*, Howard University
(939-39-109)
10:30 a.m. Discrete Models of Lotka-Volterra Type. Saber N Elaydi*, Trinity University
Pingzhou Liu, Flinders University
(939-39-585)
2:15 p.m. Effects of Temporal Heterogeniety in the Baumol-Wolff Productivity Growth Model. Hassan Sedaghat*, Virginia Commonwealth University
(939-39-277)
2:45 p.m. Properties of a certain Lyness equation. Catherine Darwen, Southern Illinois University
William T. Patula*, Southern Illinois University
(939-39-62)
3:15 p.m. On the Behavior of Solutions of x(n+1) = a + x(n-1)/x(n). E. A. Grove*, University of Rhode Island
G. Ladas, University of Rhode Island
A. M. Amleh, University of Rhode Island
D. A. Georgiou, Democritus University of Thrace
(939-39-242)
3:45 p.m. Global Stability of $x_{n+1}=\frac{A}{x_n^p}+\frac{1}{x_{n-1}^{1/p}}$. Richard C DeVault, Northwestern St. Univ. of LA
Lisa R Galminas*, Northwestern St. Univ. of LA
(939-39-105)
4:15 p.m. On the Recursive Sequence x(n+1)=(Ax(n)+Bx(n-1))/(Cx(n)+Dx(n-1)) . M. R. S. Kulenovic*, University of Rhode Island
G. Ladas, University of Rhode Island
W. Sizer, Moorhead State Universityd
(939-39-276)
4:45 p.m. Global Behavior of a Nonlinear Second Order Difference Equation. Vlajko L Kocic*, Xavier University of Louisiana
Donna Stutson, Xavier University of Louisiana
(939-39-492)
5:15 p.m. On the nonautonomous equation x[n+1]=max{1/x[n],A[n]/x[n-1]}. William J. Briden, The University of R.I.
Edward A. Grove, The University of R.I.
Candace M. Kent*, Virginia Commonwealth University
Gerry Ladas, Kingston, RI
(939-39-768)
5:45 p.m. Stability of solutions of systems of linear difference equations with almost periodic, near constant coefficients. Alexei V. Bourd*, QUALCOMM, Inc.
(939-39-640)
8:00 a.m. Inclusion Principle for Discrete Dynamic Systems . Dragoslav D Siljak*, Santa Clara University
Srdjan S Stankovic, University of Belgrade
(939-93-457)
8:30 a.m. Difference Equations and Discriminants for Discrete Orthogonal Polynomials. Mourad E. H. Ismail*, University of South Florida
(939-33-131)
9:00 a.m. Numerical Approximations Using Chebyshev Polynomial Expansions. Bogdan Mihaila, University of NH
Ioana Mihaila*, Coastal Carolina University
(939-65-305)
9:30 a.m. Explicit Discretizations of First-Order ODE's. Ronald E. Mickens*, Clark Atlanta University
(939-39-193)
10:00 a.m. The Variational Equation for Finite Difference Equations and some Biological Applications. David A. Sanchez*, Texas A&M University
(939-39-107)
10:30 a.m. Successive Differences on Vectors of Integers. Charles J. Kicey*, Valdosta State University
Christopher J. Lennard, University of Pittsburgh
Jun Ji, Valdosta State University
(939-11-48)
11:00 a.m. An Elementary Approach to Transversality Conditions for Bifurcation. Mario U Martelli*, CSU Fullerton
Sindi Suzanne, CSU Fullerton
Gareguin Mikaelian, CSU Fullerton
(939-39-36)
11:30 a.m. Trigonometric Transformations of Symplectic Difference Systems. Martin J Bohner*, University of Missouri--Rolla
Ond\v{r}ej Do\v{s}l\'{y}, Masaryk University and Czech Academy of Sciences
(939-39-201)
2:15 p.m. Multiple Symmetric Positive Solutions for Discrete Lidstone Boundary Value Problems. Johnny Henderson*, Auburn University
(939-39-31)
2:45 p.m. Comparison of solutions of difference inequalities. Paul W. Eloe*, University of Dayton
(939-39-118)
3:15 p.m. A Variable Step Second Order Time Reversible Symplectic Integrator for Hamiltonian Systems generated from Lagrangians. Calvin D. Ahlbrandt*, University of Missouri, Columbia, Missouri
(939-39-116)
3:45 p.m. A self-adjoint differential equation on a time scale. Allan C. Peterson*, University of Nebraska
(939-39-92)
7:00 p.m. Global Behavior of Solutions of the Period 7 Max Equation. Jeffrey J Feuer*, Merrimack College
Edward J Janowski, University of Rhode Island
Gerry Ladas, University of Rhode Island
Chris Teixeira, University of Rhode Island
(939-39-595)
7:30 p.m. Global Stability of a Difference Equation. Edward Grove, University of Rhode Island
Gerry Ladas, University of Rhode Island
Soudabeh Valicenti*, University of Rhode Island
(939-39-229)
8:00 p.m. Using Recurrence Relations in Ramsey Theory. Aaron J. Robertson*, Temple University
Doron Zeilberger, Temple University
(939-05-57)
8:30 p.m. On the Nonautonomous Difference Equation x(n+1) = max{x(n),a(n)}/x(n)x(n-1). William J. Briden*, University of Rhode Island
Gerry Ladas, University of Rhode Island
Tim Nesemann, University of Rhode Island
(939-39-297)
9:00 p.m. Convergence Theorems for Iterative Processes. Zhivko S. Athanassov*, Bulgarian Academy of Sciences, Sofia
(939-39-1191)