Titlebook: Mathematical Control and Numerical Applications; JANO13, Khouribga, M Abdeljalil Nachaoui,Abdelilah Hakim,Amine Laghrib Conference proceedi

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A. Ourdou,A. Ghazdali,A. Metraneoded. It is becoming increasingly evident that molecular mechanisms, which govern the transfer of the death signal from the neural cell surface to the nucleus, depend on lipid mediators and on cross talk among excitotoxicity, oxidative stress, and neuroinflammation, and that interactions among these

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VRPTW: From Mathematical Models to Computing Science Tools, the vehicle routing problem with time windows. The main challenge is to obtain a reduced real-time solution without compromising the quality of the solution specially for large instances. In this context, we present four distinct methodologies to deal with the problem on its deterministic and robus

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Identification of Genuine from Fake Banknotes Using an Enhanced Machine Learning Approach,imization problem whose fidelity term is the hinge loss function and the hypothesis space is constructed by a reproducing kernel Hilbert space (RKSH). The numerical results are realized by the Adam method, which shows her success in detecting counterfeit banknotes compared to the stochastic gradient

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Identification of Robin Coefficient in Elliptic Problem by a Coupled Complex Boundary Method,ned by additional boundary measurements, including both Dirichlet and Neumann boundary conditions. To solve this problem, we apply the coupled complex boundary method (CCBM) originally proposed in [.]. With CCBM, we introduce a complex elliptic partial differential equation with a boundary condition

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A Lagrangian Mixed Finite Elements Method for Advection-Diffusion Equations, advection part is treated in a Lagrangian framework. The parabolic partial differential equation corresponding to the diffusive part is discretized using mixed finite elements. Therefore, the unknown concentration and the diffusive flux can be approximated simultaneously. The overall approach leads

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