Article

1. CAMARA Gninlfan Modeste, GANON Ardjouma & DIABATE Tchilomian Paterne Armand, (2025). Discrete Study of the Blow-up Time of the Solution of Certain Non-Linear Parabolic Equations with Non-Linear Boundary Conditions, Abia, L., L´ opez-Marcos, J. C., & Mart´ ınez, J. (1998). On the blow-up time convergence of semidiscretizations of reaction diffusion equations. Appl. Numer. Math., 26, 399-414., Vol. 17
2. N’GUESSAN KOFFI, CAMARA GNINLFAN MODESTE, COULIBALY ADAMA, TOURE KIDJEGBO AUGUSTIN, (2023). NUMERICAL APPROXIMATION OF THE QUENCHING TIME FOR ONE-DIMENSIONAL p-LAPLACIAN WITH SINGULAR BOUNDARY FLUX, E. Feireisl, H. Petzeltov´a and F. Simondon: Adminissible solutions for a class of nonlinear parabolic problems with non-negative data, Proc. Roy. Soc. Edinburgh Sect., A 131 (2001), 857–883., Vol. 20 pages
3. CAMARA GNINLFAN MODESTE, N’GUESSAN KOFFI, COULIBALY ADAMA AND TOURE KIDJEGBO AUGUSTIN, (2022). NUMERICAL QUENCHING FOR ONE-DIMENSIONAL p-LAPLACIAN WITH SINGULAR BOUNDARY FLUX, ] N’Guessan Koffi and Diabaté Nabongo: Numerical quenching solutions of a parabolic equation Modeling Electrostatic Mens, Gen. Math. Notes, 29(2015), No. 1, 40-60., Vol. 13 pages
4. Camara Gninlfan Modeste, N’Guessan Koffi, Coulibaly Adama, Toure Kidjegbo Augustin, (2021). Numerical approximation of the quenching time for a non-Newtonian filtration equation with singular boundary flux, K. B. Edja, K. A. Tour´e and B. J-C. Koua, Numerical quenching of a heat equation with nonlinear boundary conditions, J. Nonlinear Sci. Appl. 13 (2020) 65–74., Vol. 19 pages
5. Camara Gninlfan Modeste , N’Guessan Koffi, Coulibaly Adama, and Toure Kidjegbo Augustin, (2021). NUMERICAL QUENCHING FOR A NON-NEWTONIAN FILTRATION EQUATION WITH SINGULAR BOUNDARY FLUX, G. ARDJOUMA, T. M. MATHURIN, T. K. AUGUSTIN:Numerical blow-up for a quasilinear parabolic equation with nonlinear boundary condition, Far East journal of Mathematical Sciences (FJMS), 114 (2019), 19-38., Vol. 20 pages