الرئيسية › دليل الباحثين › Tewfik Sari
Tewfik Sari
الانتماء : Centre National de la Recherche Scientifique · Institut national de recherche en sciences et technologies du numérique · Université Côte d'Azur · Sorbonne Université · Institut National de Recherche pour l'Agriculture, l'Alimentation et l'Environnement · Technologies & méthodes pour les agricultures de demain · GREENOWL: Valorisation des micro-organismes aquatiques pour les ressources renouvelables
- 64منشورات (انتماء فرنسي)
- 273مجموع المنشورات
- 2464الاستشهادات
- 25مؤشر h
الملف البحثي
لدى Tewfik Sari 64 منشور(ات) مفهرسة (2007–2026). تُنشر أعماله أساسًا في «HAL»، «SIAM Journal on Applied Dynamical Systems» و«Discrete and Continuous Dynamical Systems - B». أكثر مقالاته استشهادًا هو «The reuse of reclaimed water for irrigation around the Mediterranean Rim: a step towards a more virtuous cycle?» (2018)، وقد استُشهد به 107 مرة. 7 من هذه المنشورات تعود إلى آخر ثلاث سنوات من النشاط. شارك في تأليف أعماله 12 باحثًا على الأقل، منهم باحثون من مؤسسات في تونس، الجزائر، كندا.
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إنشاء ملفي المجاني إضافة منشوراتيمجالات البحث
- Mathematical and Theoretical Epidemiology and Ecology Models
- Advanced Differential Equations and Dynamical Systems
- Mathematical Biology Tumor Growth
- Nonlinear Differential Equations Analysis
- Anaerobic Digestion and Biogas Production
المنشورات (64)
- An Extension of the Chemostat Model with Linear Coupling Between Species
- The SIS model in the chemostat, with general increasing growth functions
- The Operating Diagram of an SIS Model in the Chemostat
- Mathematical Bio‐Economics 2.0 for Sustainable Fisheries
- A FLOCCULATION MODEL IN THE CHEMOSTAT WITH DISTINCT REMOVAL RATES AND YIELDS
- A Model of Plasmid-Bearing, Plasmid-Free Competition in a Chemostat
- The SIS model in the chemostat, with general growth functions. Applications to linear and Monod growth functions
- The Rosenzweig–MacArthur Graphical Criterion for a Predator-Prey Model with Variable Mortality Rate
- The operating diagram of a flocculation model in the chemostat and its dependence on the biological parameters
- Mortality can produce limit cycles in density-dependent models with a predator-prey relationship
- The multi-patch logistic equation with asymmetric migration
- Operating diagrams for a three-tiered microbial food web in the chemostat
- Mathematical analysis of an interspecific density-dependent model with mutual inhibition and distinct removal rates
- Effect of a biological parameter on the operating diagrams of a three-tiered model of anaerobic digestion
- Mathematical Study of a Two-Stage Anaerobic Model When the Hydrolysis Is the Limiting Step
- The operating diagram for a two-step anaerobic digestion model
- The multi-patch logistic equation
- A Mathematical Model of Anaerobic Digestion with Syntrophic Relationship, Substrate Inhibition, and Distinct Removal Rates
- Mathematical Analysis of a Three-Tiered Model of Anaerobic Digestion
- Sensitivity of biological parameters on the operating diagrams for three-tiered model
- The limits of fast and slow symmetric dispersal in single-species discrete diffusion system
- Mortality can produce limit cycles in density-dependent models with a predator-prey relationship
- Interspecific density-dependent model of predator–prey relationship in the chemostat
- A predator-prey system with Holling-type functional response
- Mathematical analysis of a three-tiered food-web in the chemostat
- Effect of a new variable integration on steady states of a two-step Anaerobic Digestion Model
- Operating diagram of a flocculation model in the chemostat
- Effect of the mortality on a density-dependent model with a predator-prey relationship
- THE OPERATING DIAGRAM FOR A TWO-STEP ANAEROBIC DIGESTION MODEL A PREPRINT
- Properties of the Chemostat Model with Aggregated Biomass and Distinct Removal Rates
- Mathematical analysis of a three-tiered microbial food-web model with new input substrates
- The reuse of reclaimed water for irrigation around the Mediterranean Rim: a step towards a more virtuous cycle?
- Effect of control parameters on biogas production during the anaerobic digestion of protein-rich substrates
- The operating diagram of a model of two competitors in a chemostat with an external inhibitor
- Steady state analysis of a syntrophic model: the effect of a new input substrate concentration
- Operating diagram of a flocculation model in the chemostat
- Properties of the chemostat model with aggregated biomass and distinct dilution rates
- A density-dependent model of competition for one resource in the chemostat
- Analysis of a model of flocculation in the chemostat
- The effect of a new input concentration substrate on a syntrophic relationship of two species in a chemostat
- Mathematical Modelling and analysis of microbial ecosystems and bioprocesses: research done within the network Treasure
- A MODEL OF TWO COMPETITORS IN A CHEMOSTAT WITH AN EXTERNAL INHIBITOR
- Competition for a single resource and coexistence of several species in the chemostat
- Emergence of coexistence and limit cycles in the chemostat model with flocculation for a general class of functional responses
- STEADY-STATE ANALYSIS OF A SYNTROPHIC ASSOCIATION OF TWO SPECIES IN A CHEMOSTAT: THE EFFECT OF A NEW INPUT CONCENTRATION SUBSTRATE
- Perspectives in mathematical modelling for microbial ecology
- Maximizing biogas production from the anaerobic digestion
- Competition model of n species for a single ressource and coexistence in the chemostat
- Analyse mathématique d'un modèle de digestion anaérobie à trois étapes
- On the global stability of the coexistence equilibrium of a density dependent model of competition for one resource
- Mathematical analysis of a three-step model of anaerobic digestion
- Anaerobic membrane bioreactor modeling in the presence of Soluble Microbial Products (SMP) – the Anaerobic Model AM2b
- Qualitative properties of 3-step model of anaerobic digestion including hydrolysis of particulate matter
- Qualitative properties of a 3-steps model of anaerobic digestion including hydrolysis of particulate matter
- Bifurcation and stability analysis of a two step model for monitoring anaerobic digestion processes
- The mathematical analysis of a syntrophic relationship between two microbial species in a chemostat
- On a Three Step Model of Anaerobic Digestion Including the Hydrolysis of Particulate Matter
- Modeling of the Soluble Microbial Products (SMP) in Anaerobic Membrane BioReactors (AMBR): Equilibria and stability of the AM2b model
- La floculation et la coexistence dans le chemostat
- Modélisation mathématique en biologie : compétition, coexistence et croissance
- Sur un modèle de digestion anaréobie avec dégradation enzymatique du substart sous forme solide
- Equilibria of an anaerobic wastewater treatment process and their stability
- Coexistence of Three Predators Competing for a Single Biotic Resource
- Newsvendor solutions with general random yield distributions
مجلات النشر
- HAL × 22
- SIAM Journal on Applied Dynamical Systems × 3
- Discrete and Continuous Dynamical Systems - B × 3
- Mathematical Biosciences & Engineering × 3
- IFAC Proceedings Volumes × 3
- Trends in mathematics × 2
المنشورات حسب السنة
- 20262
- 20255
- 20232
- 20225
- 20218
- 20207
- 20192
- 20186
- 20175
- 20163
التعاون العلمي
المؤسسات الشريكة : Mathématiques, Informatique et Statistique pour l'Environnement et l'Agronomie · Laboratoire de Biotechnologie de l'Environnement · Université de Montpellier · Institut Agro Montpellier · Institut de Recherche pour le Développement
بلدان المؤلفين المشاركين : تونس · الجزائر · كندا
المؤلفون المشاركون
- Jérôme Harmand
- Radhouane Fekih-Salem
- Boumédiène Benyahia
- Alain Rapaport
- Claude Lobry
- Daniel Massart
- Pierre Renault
- Robert Jan Schaap
- Fabian Blanchard
- Nahla Abdellatif
- Pierre Courtois
- Y. Daoud
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