On the numerical solution of Fisher's and FitzHugh-Nagumo equations using some nite di erence methods

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Spectral difference methods for solving equations of the KdV hierarchy by Pindza, Edson

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Nonlinear theories of generalised functions

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Finite volume approximations for some equations arising in mathematical physics

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Hausdorff continuous viscosity solutions of Hamilton-Jacobi equations and their numerical analysis

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Non-standard finite difference methods in dynamical systems

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Computational analysis of non-isothermal flow of non-Newtonian fluids by Ireka, Ikenna Ebubechukwu

“…The mathematical models are inherently intractable to analytical treatment, being nonlinear coupled systems of time dependent partial differential equations. …”
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The development of rational basis functions for the finite element method

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Leveraging numerical relativity formulations for perturbative analysis: applications to quasinormal modes in general relativity by Nkele, Sipho

“…Within this framework, the perturbation equations take the form of three coupled partial differential equations, in contrast to the usual Sturm-Lioville problem that arises in the traditional approach. …”
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Modelling and Tracking of the Global Maximum Power Point in Shaded Solar PV Systems Using Computational Intelligence by Sagonda, Arnold Farai

“…The algorithms are tested under different weather conditions including partial shading. …”
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Global dynamics of the universe by Boersma, Jelle Pieter

“…The existence of topologically different but locally identical solutions of Einstein's equations is well known, and not surprising considering the differential structure of these equations. also discuss the occurrence of Hawking radiation in topologically different black-hole geometries. …”
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A neurocontrol paradigm for intelligent process control using evolutionary reinforcement learning by Conradie, Alex van Eck

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