Titlebook: Nonlinear Analysis, Geometry and Applications; Proceedings of the S Diaraf Seck,Kinvi Kangni,Marie Salomon Sambou Conference proceedings 20

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Lime石灰

Null Controllability by Birth Control for a Population Dynamics Model,age and located with respect to the space variable, there is a time . depending on the maximal age expectancy from which the system is null controllable. First, we use an observability inequality and Schauder’s fixed point to prove a global null controllability result of a nonlinear model. Then, fro

财政

, Vertical Transmission Logistic Growth Mathematical Model for Assessing Arboviruses Maintenance inthe transmission of several viral diseases causing major epidemics or epizootics around the world such as dengue fever, yellow fever, Rift Valley Fever (RVF), etc. In this work, we study an infinite semilinear mathematical model that describes the dynamics of infected adults, larvae and eggs under c

Corroborate

Homocystinuria

Stochastic Reaction Network Modeling and Optimal Control for Covid-19,d. The latter are hospitalized and receive treatment. We also derive the Hamilton Jacobi Bellman (HJB) equation by using dynamic programming tools, and we study it from theoretical and numerical points of view.

Chronological

Infinitesimal

certitude

Study of the Shallow Water Equations with Variable Bathymetry in a Channel with Flather Open Bounda. The flow in the vicinity of this boundary is influenced by the combined effect of the tide and a vortex created by a singular punctual source. Using the Crank-Nicholson scheme, a semi-discrete model in time is first obtained. The numerical discrete model is then built with the . mixed finite eleme

吹气

制度

Uniqueness and Stability in an Inverse Problem for Electromagnetic Forming of a Metal Jet,rtical conductors. We assume that the metallic jet occupies a domain Ω at equilibrium, included in ., with a Cauchy data. We study the inverse problem which consisting of identifying the optimal shape of Ω when an over determined condition is given on . Ω, the boundary of Ω. Here, we assume that Ω i