University of Cape Coast Institutional Repository

Browsing Department of Mathematics & Statistics by Author "Moore, Stephen E."

Browsing Department of Mathematics & Statistics by Author "Moore, Stephen E."

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  • Controlling the transmission dynamics of COVID-19 
    Moore, Stephen E.; Okyere, Eric (University of Cape Coast, 2020)
    The outbreak of COVID-19 caused by SARS-CoV-2 in Wuhan and other cities in China in 2019 has become a global pandemic as declared by World Health Organization (WHO) in the frst quarter of 2020 [19]. The delay in diagnosis, ...
  • Geometry + simulation modules: Implementing isogeometric analysis 
    Jüttler, Bert; Ulrich, Langer; Mantzafaris, Angelos; Moore, Stephen E.; Zulehner, Walter (University of Cape Coast, 2014)
    Isogeometric analysis (IGA) is a recently developed simulation method that allows integration of fnite element analysis (FEA) with conventional computer-aided design (CAD) software [1,3]. This goal requires new software ...
  • Multipatch discontinuous galerkin isogeometric analysis 
    Langer, Ulrich; Mantzafaris, Angelos; Moore, Stephen E.; Toulopoulos, Ioannis (University of Cape Coast, 2014)
    Isogeometric analysis (IgA) uses the same class of basis functions for both, representing the geometry of the computational domain and approximating the solution. In practical applications, geometrical patches are used in ...
  • Multiscale Galerkin approximation scheme for a system of quasilinear parabolic equations 
    Ijioma, Ekeoma R.; Ijioma, Ekeoma R.; Moore, Stephen E. (University of Cape Coast, 2018)
    We discuss a multiscale Galerkin approximation scheme for a system of coupled quasilinear parabolic equations. These equations arise from the upscaling of a pore scale filtration combustion model under the assumptions of ...
  • Space-time isogeometric analysis of parabolic evolution equations 
    Langer, Ulrich; Moore, Stephen E.; Neum¨ller, Martin (University of Cape Coast, 2015)
    We present and analyze a new stable space-time Isogeometric Analysis (IgA) method for the numerical solution of parabolic evolution equations in fixed and moving spatial computational domains. The discrete bilinear form ...

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