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Professor Djoko Publications

  •  0- Deugoue G and Djoko. J.K., On the time discretization for the globally modified three dimensional Navier-Stokes equations. Journal of Computational Methods and Applied Mathematics, vol 235, No 8, 2011, pp 2015-2029.

 

  • Djoko J.K.,On the time discrete approximation of the Brinkman-Forccheimer equations. In Mathematical Methods in the Applied Sciences, vol 34, 2011, pp 1487-1498.
  • Djoko J.K and Reddy B.D., Existence results for a polymer melt with an evolving natural configuration. Mathematical Models and Methods in Applied sciences, vol 22, No 1, 37 pages, 2012.
  • Djoko J.K and Mbehou M., Finite element analysis of Stokes and Navier Stokes equations driven by threshold slips boundary conditions. International Journal of Numerical Analysis and Modeling, series B. vol 4, No 3, 2013, pp 235-255.
  • Djoko J.K., Discontinuous Galerkin finite element discretization for steady Stokes flows with threshold slip boundary conditions.Quaestiones Mathematicae, vol 36, 2013, pp 501—516.
  • Djoko J.K.,On the time approximation of the Stokes equations with nonlinear slip boundary conditions.Interntaional Journal of Numerical Aanalysis and Modeling, vol 11, No 1, 2014, pp 34—53.
  • Djoko J.K and Razafimandimby P.A., Analysis of the Brinkman Forchheimer equations with slip boundary conditions. Applicable Analysis, Vol 93, No 7, 2014, 1477—1494.
  • Djoko J.K and M. Mbehou.,Finite element analysis of the stationary power law Stokes equations driven by friction boundary conditions. Journal of Numerical Mathematics 2015, vol 23, No1, 21--40.
  • Aderogba AA, Chapwanya M & Djoko J.K., On a fractional step spltting sheme for the Cahn-Hilliard equation. Engineering and Computations. Vol 31, No 4, 2014, 1151—1168.
  •  A.A Aderogba M. Chapwanya, J.K. Djoko and J.M.S. Lubuma., Coupling finite volume and nonstandard finite difference schemes for singularly perturbed Schrödinger equation. International Journal of Computer Mathematics, in press 2016.
  • 20. A.R Appadu, J.K. Djoko and H.H. Gidey A computational study of three numerical methods for some advection diffusion problems.Applied Mathematics and Computation. Vol 272, 2016, 629—647
  • 21. J.K. Djoko and J.M.S Lubuma, Analysis of a Time Implicit Scheme for the Oseen Model Driven by Nonlinear Slip Boundary Conditions. Journal of Mathematical fluid Mechanics, in press 2016
  • 22. J.K. Djoko and J. Koko , Numerical methods for the Stokes and Navier–Stokes equations Driven by threshold slip boundary conditions. Computer Methods in Applied Mechanics and Engineering, vol 305, 2016, 936—956.
  • J.K. Djoko, J.M. Lubuma and M. Mbehou , On the numerical solution of the stationary power-law Stokes equations: A penalty finite element approach. Journal of Scientific Computing, in press 2016.