Digital Commons @ Trinity

A Continuous-Time Mathematical Model and Discrete Approximations for the Aggregation of β-Amyloid, A. S. Ackleh, Saber Elaydi, G. Livadiotis, A. Veprauskas
Mathematics Faculty Research

Progress on Difference Equations and Discrete Dynamical Systems: 25th ICDEA, London, UK, June 24–28, 2019, Steve Baigent, Martin Bohner, Saber Elaydi
Faculty Authored and Edited Books & CDs

Global Stability of Higher Dimensional Monotone Maps, Eduardo C. Balreira, Saber Elaydi, Rafael Luis
Saber Elaydi

The Structure of ω-Limit Sets of Asymptotically Non-Autonomous Discrete Dynamical Systems, E. D'Aniello, Saber Elaydi
Mathematics Faculty Research

Discrete Evolutionary Population Models: A New Approach, K. Mokni, Saber Elaydi, M. CH-Chaoui, A. Eladdadi
Mathematics Faculty Research

Global Stability of Higher Dimensional Monotone Maps, Eduardo C. Balreira, Saber Elaydi, Rafael Luis
Eduardo Cabral Balreira

A Discrete Mathematical Model for the Aggregation of β-Amyloid, Maher A. Dayeh, George Livadiotis, Saber Elaydi
Saber Elaydi

A Discrete Mathematical Model for the Aggregation of β-Amyloid, Maher A. Dayeh, George Livadiotis, Saber Elaydi
Mathematics Faculty Research

Advances in Difference Equations and Discrete Dynamical Systems: ICDEA, Osaka, Japan, July 2016, Saber Elaydi, Yoshihiro Hamaya, Hideaki Matsunaga, Christian Pötzsche
Saber Elaydi

Theory and Applications of Difference Equations and Discrete Dynamical Systems: ICDEA, Sultan Qaboos University, Muscat, Oman, May 26-30, 2013, Ziyad AlSharawi, Jim M. Cushing, Saber Elaydi
Saber Elaydi

Difference Equations, Discrete Dynamical Systems and Applications: ICDEA, Barcelona, Spain, July 2012, Lluís Alsedà i Soler, Jim M. Cushing, Saber Elaydi, Alberto A. Pinto
Saber Elaydi

Difference Equations and Discrete Dynamical Systems: Proceedings of the 9th International Conference, University of Southern California, Los Angeles, California, USA, 2-7 August 2004, Linda J S Allen, Bernd Aulbach, Saber Elaydi, Robert Sacker
Saber Elaydi

Global Stability of Higher Dimensional Monotone Maps, Eduardo C. Balreira, Saber Elaydi, Rafael Luís
Mathematics Faculty Research

Advances in Difference Equations and Discrete Dynamical Systems: ICDEA, Osaka, Japan, July 2016, Saber Elaydi, Yoshihiro Hamaya, Hideaki Matsunaga, Christian Pötzsche
Faculty Authored and Edited Books & CDs

Difference Equations, Discrete Dynamical Systems and Applications: ICDEA, Barcelona, Spain, July 2012, Lluís Alsedà i Soler, Jim M. Cushing, Saber Elaydi, Alberto A. Pinto
Faculty Authored and Edited Books & CDs

A Stochastic Modified Beverton-Holt Model with the Allee Effect, Laila Assas, Brian Dennis, Saber Elaydi, Eddy Kwessi, George Livadiotis
Mathematics Faculty Research

Poincaré Types Solutions of Systems of Difference Equations, Raghib Abu-Saris, Saber Elaydi, Sophia Jang
Saber Elaydi

Basin of Attraction of Periodic Orbits of Maps on the Real Line, Saber Elaydi, Robert Sacker
Saber Elaydi

Asymptotic Stability of Linear Difference Equations of Advanced Type, Fozi Dannan, Saber Elaydi
Saber Elaydi

An Extension of Sharkovsky’s Theorem to Periodic Difference Equations, Ziyad AlSharawi, James Angelos, Saber Elaydi, Leela Rakesh
Saber Elaydi

Global Stability of Cycles: Lotka-Volterra Competition Model with Stocking, Saber Elaydi, Abdul-Aziz Yakubu
Saber Elaydi

Nonautonomous Beverton-Holt Equations and the Cushing-Henson Conjectures, Saber Elaydi, Robert Sacker
Saber Elaydi

Stability of Hyperbolic and Nonhyperbolic Fixed Points of One-Dimensional Maps, Fozi M. Dannan, Saber Elaydi, Vadim Ponomarenko
Saber Elaydi

Periodic Difference Equations, Population Biology and the Cushing-Henson Conjectures, Saber Elaydi, Robert Sacker
Saber Elaydi

Global Stability of Periodic Orbits of Non-Autonomous Difference Equations and Population Biology, Saber Elaydi, Robert Sacker
Saber Elaydi

Is the World Evolving Discretely?, Saber Elaydi
Saber Elaydi

Difference Equations Versus Differential Equations, a Possible Equivalence for the Rössler system?, Christophe Letellier, Saber Elaydi, Luis Aguirre, Aziz Alaoui
Saber Elaydi

Asymptotic Solutions of a Discrete Schrödinger Equation Arising from a Dirac Equation with Random Mass, Bernd Aulbach, Saber Elaydi, Klaus Ziegler
Saber Elaydi

Skew-Product Dynamical Dystems: Applications to Difference Equations, Saber Elaydi, Robert Sacker
Saber Elaydi

Local Stability Implies Global Stability for the Planar Ricker Competition Model, Eduardo C. Balreira, Saber Elaydi, Rafael Luis
Eduardo Cabral Balreira

Global Dynamics of Triangular Maps, Eduardo C. Balreira, Saber Elaydi, Rafael Luis
Eduardo Cabral Balreira

General Allee Effect in two-Species Population Biology, G Livadiotis, Saber Elaydi
Saber Elaydi

Bifurcation and Invariant Manifolds of the Logistic Competition Model, Malgorzata Guzowska, Rafael Luis, Saber Elaydi
Saber Elaydi

Towards a Theory of Periodic Difference Equations and Its Application to Population Dynamics, Saber Elaydi, Rafael Luis, Henrique Oliveira
Saber Elaydi

Non-Autonomous Periodic Systems with Allee Effects, Rafael Luis, Saber Elaydi, Henrique Oliveira
Saber Elaydi

Population Models with Allee Effect: A New Model, Saber Elaydi, Robert J. Sacker
Saber Elaydi

An Economical Model with Allee effect, Rafael Luis, Saber Elaydi, Henrique Oliveira
Saber Elaydi

On the Stochastic Beverton-Holt Equation with Survival Rates, Paul H. Bezandry, Toka Diagana, Saber Elaydi
Saber Elaydi

On the Asymptotic Stability of Linear Volterra Difference Equations of Convolution Type, Saber Elaydi, E Messina, A Vecchio
Saber Elaydi

Stability and Asymptoticity of Volterra Difference Equations: A Progress Report, Saber Elaydi
Saber Elaydi

Population Models in Almost Periodic Environments, Toka Diagana, Saber Elaydi, Abdul-Aziz Yakubu
Saber Elaydi

Existence and Stability of Periodic Orbits of Periodic Difference Equations with Delays, Ziyad AlSharawi, James Angelos, Saber Elaydi
Saber Elaydi

Local Stability Implies Global Stability for the Planar Ricker Competition Model, Eduardo Balreira, Saber Elaydi, Rafael Luis
Saber Elaydi

Global Dynamics of Triangular Maps, Eduardo Balreira, Saber Elaydi, Rafael Luis
Saber Elaydi

Global Dynamics of Triangular Maps, Eduardo C. Balreira, Saber Elaydi, Rafael Luís
Mathematics Faculty Research

Local Stability Implies Global Stability for the Planar Ricker Competition Model, Eduardo C. Balreira, Saber Elaydi, Rafael Luís
Mathematics Faculty Research

Theory and Applications of Difference Equations and Discrete Dynamical Systems: ICDEA, Sultan Qaboos University, Muscat, Oman, May 26-30, 2013, Ziyad AlSharawi, Jim M. Cushing, Saber Elaydi
Faculty Authored and Edited Books & CDs

General Allee Effect in Two-Species Population Biology, G Livadiotis, Saber Elaydi
Mathematics Faculty Research

Stability of Hyperbolic and Nonhyperbolic Fixed Points of One-Dimensional Maps, Fozi M. Dannan, Saber Elaydi, Vadim Ponomarenko
Saber Elaydi

Global Stability of Periodic Orbits of Non-Autonomous Difference Equations and Population Biology, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Towards a Theory of Periodic Difference Equations and Its Application to Population Dynamics, Saber Elaydi, Rafael Luis, Henrique Oliveira
Saber Elaydi

Stability and Asymptoticity of Volterra Difference Equations: A Progress Report, Saber Elaydi
Saber Elaydi

Non-Autonomous Periodic Systems with Allee Effects, Rafael Luis, Saber Elaydi, Henrique Oliveira
Saber Elaydi

Is the World Evolving Discretely?, Saber Elaydi
Saber Elaydi

Skew-Product Dynamical Dystems: Applications to Difference Equations, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Poincaré Types Solutions of Systems of Difference Equations, Raghib Abu-Saris, Saber Elaydi, Sophia Jang
Saber Elaydi

Towards a Theory of Periodic Difference Equations and Its Application to Population Dynamics, Saber Elaydi, Rafael Luis, Henrique Oliveira
Saber Elaydi

Nonautonomous difference equations: Open problems and conjectures, Saber Elaydi
Saber Elaydi

Bifurcation and Invariant Manifolds of the Logistic Competition Model, Malgorzata Guzowska, Rafael Luis, Saber Elaydi
Saber Elaydi

Periodic Difference Equations, Population Biology and the Cushing-Henson Conjectures, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Population Models with Allee Effect: A New Model, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Population Models in Almost Periodic Environments, Toka Diagana, Saber Elaydi, Abdul-Aziz Yakubu
Saber Elaydi

Global Stability of Periodic Orbits of Non-Autonomous Difference Equations and Population Biology, Saber Elaydi, Robert J. Sacker
Saber Elaydi

On the Asymptotic Stability of Linear Volterra Difference Equations of Convolution Type, Saber Elaydi, E Messina, A Vecchio
Saber Elaydi

Difference Equations from Discretization of a Continuous Epidemic Model with Immigration of Infectives, Sophia Jang, Saber Elaydi
Saber Elaydi

Nonautonomous Beverton-Holt Equations and the Cushing-Henson Conjectures, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Global Stability of Cycles: Lotka-Volterra Competition Model with Stocking, Saber Elaydi, Abdul-Aziz Yakubu
Saber Elaydi

An Extension of Sharkovsky’s Theorem to Periodic Difference Equations, Ziyad AlSharawi, James Angelos, Saber Elaydi, Leela Rakesh
Saber Elaydi

Asymptotic Solutions of a Discrete Schrödinger Equation Arising from a Dirac Equation with Random Mass, Bernd Aulbach, Saber Elaydi, Klaus Ziegler
Saber Elaydi

Existence and Stability of Periodic Orbits of Periodic Difference Equations with Delays, Ziyad AlSharawi, James Angelos, Saber Elaydi
Saber Elaydi

An Economical Model with Allee effect, Rafael Luis, Saber Elaydi, Henrique Oliveira
Saber Elaydi

Difference Equations Versus Differential Equations, a Possible Equivalence for the Rössler system?, Christophe Letellier, Saber Elaydi, Luis A. Aguirre, Aziz Alaoui
Saber Elaydi

Basin of Attraction of Periodic Orbits of Maps on the Real Line, Saber Elaydi, Robert J. Sacker
Saber Elaydi

Bifurcation and Invariant Manifolds of the Logistic Competition Model, M. Guzowska, Rafael Luís, Saber Elaydi
Mathematics Faculty Research

General Allee Effect in two-Species Population Biology, Saber Elaydi
Saber Elaydi

Towards a Theory of Periodic Difference Equations and Its Application to Population Dynamics, Saber Elaydi, Rafael Luís, Henrique Oliveira
Mathematics Faculty Research

Bifurcation and invariant manifolds of the Ricker competition model, Saber Elaydi
Saber Elaydi

Non-Autonomous Periodic Systems with Allee Effects, Rafael Luís, Saber Elaydi, Henrique Oliveira
Mathematics Faculty Research

Population Models with Allee Effect: A New Model, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

An Economical Model with Allee Effect, Rafael Luís, Saber Elaydi, Henrique Oliveira
Mathematics Faculty Research

Stability and Asymptoticity of Volterra Difference Equations: A Progress Report, Saber Elaydi
Mathematics Faculty Research

On the Stochastic Beverton-Holt Equation with Survival Rates, Paul H. Bezandry, Toka Diagana, Saber Elaydi
Mathematics Faculty Research

Existence and Stability of Periodic Orbits of Periodic Difference Equations with Delays, Ziyad AlSharawi, James Angelos, Saber Elaydi
Mathematics Faculty Research

On the Asymptotic Stability of Linear Volterra Difference Equations of Convolution Type, Saber Elaydi, E Messina, A Vecchio
Mathematics Faculty Research

Population Models in Almost Periodic Environments, Toka Diagana, Saber Elaydi, Abdul-Aziz Yakubu
Mathematics Faculty Research

Periodic Difference Equations, Population Biology and the Cushing-Henson Conjectures, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

An Extension of Sharkovsky’s Theorem to Periodic Difference Equations, Ziyad AlSharawi, James Angelos, Saber Elaydi, Leela Rakesh
Mathematics Faculty Research

Nonautonomous Beverton-Holt Equations and the Cushing-Henson Conjectures, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

Global Stability of Periodic Orbits of Non-Autonomous Difference Equations and Population Biology, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

Difference Equations and Discrete Dynamical Systems: Proceedings of the 9th International Conference, University of Southern California, Los Angeles, California, USA, 2-7 August 2004, Linda J S Allen, Bernd Aulbach, Saber Elaydi, Robert Sacker
Faculty Authored and Edited Books & CDs

Global Stability of Periodic Orbits of Non-Autonomous Difference Equations and Population Biology, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

Basin of Attraction of Periodic Orbits of Maps on the Real Line, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

Difference Equations Versus Differential Equations, a Possible Equivalence for the Rössler system?, Christophe Letellier, Saber Elaydi, Luis A. Aguirre, Aziz Alaoui
Mathematics Faculty Research

Asymptotic Stability of Linear Difference Equations of Advanced Type, Fozi M. Dannan, Saber Elaydi
Mathematics Faculty Research

Skew-Product Dynamical Systems: Applications to Difference Equations, Saber Elaydi, Robert J. Sacker
Mathematics Faculty Research

Asymptotic Solutions of a Discrete Schrödinger Equation Arising from a Dirac Equation with Random Mass, Bernd Aulbach, Saber Elaydi, Klaus Ziegler
Mathematics Faculty Research

Is the World Evolving Discretely?, Saber Elaydi
Mathematics Faculty Research

Nonautonomous Difference Equations: Open Problems and Conjectures, Saber Elaydi
Mathematics Faculty Research

Stability of Hyperbolic and Nonhyperbolic Fixed Points of One-Dimensional Maps, Fozi M. Dannan, Saber Elaydi, Vadim Ponomarenko
Mathematics Faculty Research

Difference Equations from Discretization of a Continuous Epidemic Model with Immigration of Infectives, Sophia Jang, Saber Elaydi
Mathematics Faculty Research

Difference Equations from Discretization of a Continuous Epidemic Model with Immigration of Infectives, Sophia Jang, Saber Elaydi
Saber Elaydi

Poincaré Types Solutions of Systems of Difference Equations, Raghib Abu-Saris, Saber Elaydi, Sophia Jang
Mathematics Faculty Research

Global Stability of Cycles: Lotka-Volterra Competition Model with Stocking, Saber Elaydi, Abdul-Aziz Yakubu
Mathematics Faculty Research