

Professionnel doté de nombreuses années d'expérience dans l'enseignement, combinées à une solide formation dans le domaine de Mathématiques Appliquées et une forte aptitude à acquérir de nouvelles connaissances. Capable à la fois de travailler en équipe et de fonctionner de manière autonome, je fais preuve d'un solide sens de l'organisation et de compétences avérées en enseignement et évaluation.
Assanvo Edja : (00225) 0707540024
K. B. Edja; M. Yao, N. Koffi, K. A. Touré, (2025). NUMERICAL NON-SIMULTANEOUS BLOW-UP FOR A REACTION-DIFFUSION SYSTEM WITH THREE COMPONENTS, Annals of Oradea University - Mathematics Fascicola, vol 32, n°2, pp. 53-80
K. B. Edja, E. F. Kouamé, K. J. Gnin (2025). ON SOME PROPERTIES OF SOLUTIONS DIFFUSION EQUATIONS ON NETWORKS, Journal of Mathematics Research, vol 17, n°4, pp. 63-70
K. Z. Lekporo, K. B. Edja, N. Koffi, K. A. Touré (2025). SIMULTANEOUS NUMERICAL BLOW-UP IN A FOUR-COMPONENT SYSTEM OF HEAT EQUATIONS WITH NONLINEAR BOUNDARY CONDITIONS, Advances in Mathematics: Scientific Journal, vol 14, n°2, pp. 157–186
K. B Edja, P. A. T. Diabaté, K. C. N'dri Kouakou, A. K. Touré (2024). SOME QUENCHING PROBLEMS FOR ω-DIFFUSION EQUATIONS ON GRAPHS WITH A POTENTIAL AND A SINGULAR SOURCE, JOURNAL OF Ramanujan Society of Mathematics an Mathematical Sciencs, vol.26, n°3, pp. 221 - 235
A. Ganon, K. C. N'dri, K. B Edja, A. K. Touré (2023). ON THE COMPUTATION OF THE QUENCHING TIME FOR A NONLINEAR DIFFUSION EQUATION WITH SINGULAR BOUNDARY OUTFLUXES, Annals Of Fuzzy Mathematics And Informatics,
P. A. T. .Diabaté, A. Coulibaly, K. B. Edja and A. K. Touré (2021). NUMERICAL BLOW-UP FOR A SEMILINEAR PARABOLIC EQUATION WITH A POTENTIAL. Pushpa Publishing House / International Journal of Numerical Methods and Applications, vol 20, n°2, pp. 115-133.
P A. T. .Diabaté, A. Coulibaly, K. B. Edja and A. K. Touré(2020). NUMERICAL QUENCHING FOR A SLOW DIFFUSION SYSTEM COUPLED AT THE BOUNDARY. Advances in Mathematics: Scientific Journal, vol 9, n°11, pp 9909–9930.
K. B. Edja, K. A. Touré, B. J.-C Koua (2020). Numerical quenching of a heat equation with nonlinear boundary conditions. Journal of Nonlinear Sciences and Applications, vol 13, pp 65–74.
K. B. EDJA, K. N'GUESSAN, B. J.-C KOUA AND K. A. TOURE. NUMERICAL QUENCHING FOR HEAT EQUATIONS WITH COUPLED NONLINEAR BOUNDARY FLUX (2019). International Journal of Analysis and Applications Vol 17, n° 6, pp 1034-1051.
K. B. Edja, K. N’Guessan, B. J.-C Koua and K. A. Touré (2019). NUMERICAL BLOW-UP FOR HEAT EQUATIONS WITH COUPLED NONLINEAR BOUNDARY FLUXES. Pushpa Publishing House / Far East Journal of Mathematical Sciences, vol 117, n° 2, pp 119-138.
K. B. Edja, K. A. Touré & B. J.-C Koua (2018) Numerical Blow-up for A Heat Equation with Nonlinear Boundary Conditions. Journal of Mathematics Research vol 10, No. 5, pp 119-128.