Articles

17- S. Nouaoura, R. Fekih-Salem, N. Abdellatif, Tewfik Sari. Operating diagrams for a three-tiered microbial food web in the chemostat - Journal of Mathematical Biology. Vol. 85:44 (2022). Lien JMB, Lien HAL

16- T. Mtar, R. Fekih-Salem, Tewfik Sari. Mortality can produce limit cycles in density-dependent models with a predator-prey relationship. Discrete and Continuous Dynamical Systems - Series B, Vol. 27(12): 7445-7467 (2022). Lien DcDsB, Lien HAL.

15-R. Fekih-Salem, Y. Daoud, N. Abdellatif, Tewfik Sari. A mathematical model of anaerobic digestion with syntrophic relationship, substrate inhibition and distinct removal rates. SIAM J. Appl. Dyn. Syst. SIADS, Vol. 20, pp. 1625--1654 (2021). Lien SIADS. Lien HAL archives-ouvertes

14- Sarra Nouaoura, N. Abdellatif, R. Fekih-Salem, Tewfik Sari. Mathematical analysis of a three-tiered model of anaerobic digestion. Siam Journal on Applied Mathematics SIAP, Vol. 81, pages 1264-1286 (2021). Lien SIAP. Lien HAL archives-ouvertes

13- Sarra Nouaoura, R. Fekih-Salem, N. Abdellatif, Tewfik Sari. Mathematical analysis of a three-tiered food-web in the chemostat. Discrete and Continuous Dynamical Systems - Series B, Vol. 26, pp. 5601–5625 (2021). Lien DCDS-B. Lien HAL archives-ouvertes

12- T. Mtar, R. Fekih-Salem, T. Sari. Interspecific density-dependent model of predator-prey relationship in the chemostat. International Journal of Biomathematics (2020). Lien IJB. Lien HAL archives-ouvertes

11- R. Fekih-Salem, Tewfik Sari. Operating diagram of a flocculation model in the chemostat. ARIMA Journal, Vol. 31, pages. 45-58 (2020). Lien HAL archives-ouvertes

10- R. Fekih-Salem, L. Dewasme, C. Cordeiro Castro, C. Nobre, A.-L. Hantson, A. Vande Wouwer. Sensitivity analysis and reduction of a dynamic model of a bioproduction of fructo-oligosaccharides. Bioprocess and Biosystems Engineering, Vol. 42, pages 1793--1808 (2019). Springer Link.

9- R. Fekih-Salem, J. Schorch, L. Dewasme, C. Castro, M. Kinnaert, A. Vande Wouwer. Data-driven modeling and optimal control of the production of Fructo-Oligosaccharides by Aureobasidium Pullulans. Journal of Process Control 81, pages 136--149 (2019). Lien JPC Journal.

8- R. Fekih-Salem, T. Sari. Properties of the chemostat model with aggregated biomass and distinct removal rates. SIAM J. Appl. Dyn. Syst., 18(1), pages 481--509 (2019). Lien SIAM Journal

7- J. Schorsch, M. Kinnaert, R. Fekih-Salem, L. Dewasme, C. Castro, A. Vande Wouwer. Identification and optimal control of fructo-oligosaccharide production. IFAC-PapersOnLine, Vol. 51 (18), pages 678-683 (2018).

6- R. Fekih-Salem, C. Lobry, T. Sari. A density-dependent model of competition for one resource in the chemostat. Mathematical Biosciences, Vol. 286, pages 104-122 (2017). Lien ScienceDirect

5- R. Fekih-Salem, A. Rapaport, T. Sari. Effect of the flocculation on the coexistence and the occurrence of limit cycles with a general class of functions. Applied Mathematical Modelling, Vol.40 (17-18), pages 7656–7677 (2016). Lien ScienceDirect

4- N. Abdellatif, R. Fekih-Salem, T. Sari. Competition for a single resource and coexistence of several species in the chemostat. Mathematical Biosciences and Engineering, Vol. 13, (4), pages 631--652 (2016). Lien AIMS

3- R. Fekih-Salem, N. Abdellatif, T. Sari and J. Harmand. Analyse mathématique d'un modèle de digestion anaérobie à trois étapes. ARIMA Journal, Vol. 17, pages. 53-71 (2014). Lien Arima Journal

2- R. Fekih-Salem, J. Harmand, C. Lobry, A. Rapaport and T. Sari. Extensions of the chemostat model with flocculation. Journal of Mathematical Analysis and Applications, Vol. 397 (1), pages 292--306 (2013). Lien ScienceDirect

1- R. Fekih-Salem, T. Sari and N. Abdellatif. Sur un modèle de compétition et de coexistence dans le chémostat. ARIMA Journal, Vol. 14, pages 15-30 (2011). Lien Arima Journal