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Israel Ncube

Visiting Professor 2015-2016 Associate professor, Department of Mathematics, Alabama A&M University
The trailblazers in human, academic, scientific and religious freedom have always been in the minority… It will take such a small committed minority to work unrelentingly to win the uncommitted majority. Such a group may transform America’s greatest dilemma into her most glorious opportunity.
— Dr. Martin Luther King Jr.

Background

Israel Ncube is an associate professor in mathematics at Alabama A&M University. He earned his PhD in mathematics from the University of Waterloo.

Interests

Ncube’s research interests include nonlinear analysis and dynamical systems, exploring how they apply to biological, physical, mechanical and engineering areas. His research and publications include work on stability and bifurcation problems arising in the context of retarded functional differential equations, artificial neural networks, and other types of evolution equations.

Sample Work

  • Publication

    Existence and stability of synchronous and mirror-reflecting equilibria of a neural network

    Existence and stability of synchronous and mirror-reflecting equilibria of a neural network,   Dynamics of Continuous, Discrete, and Impulsive Systems Series B: Applications & Algorithms, 21, 215-227, 2014.

  • Publication

    Stability in a distributed delay differential equation

    Stability in a distributed delay differential equation, Dynamics of Continuous, Discrete, and Impulsive Systems Series B: Applications & Algorithms, 21, 91-99, 2014.

  • Publication

    Existence and stability of a synchronous oscillation in a neural system with delayed coupling

    Existence and stability of a synchronous oscillation in a neural system with delayed coupling, Journal of Mathematical Analysis and Applications, 412, 1036-1044, 2014.

  • Publication

    Asymptotic stability in a multiple-delayed scalar differential equation

    Asymptotic stability in a multiple-delayed scalar differential equation, Far East Journal of Dynamical Systems, 21(2), 115-127, 2013.

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