This study deals with an optimal control problem subject to a stochas- tic elliptic equation with Dirichlet boundary condition and in which the state process is regular on a stochastic Hilbert space. We prove the ex- istence and uniqueness of the [...]
This paper provides a method for an optimal and equitable schedule of public load shedding on any time interval and any number of sectors. By combining dynamic programming and knapsack techniques, the method gives a schedule that iterates over part [...]
A model that takes into account multi-mutation and drug resistance in a case of sim- ple immune system and immune-suppression caused by drug resistant tumor cells is proposed. Since methods for revising therapeutic approaches (immunotherapy and ch [...]
In this paper we construct a family of-connections on a fiber-bundle of a generalized statistical manifold. We prove that the exponential and mixture connections are curvature-free and we investigate the associated parallel transport. [...]
GBAGUIDI AMOUSSOU AMOUR [1], DJIBRIL MOUSSA FREEDATH [2], OGOUYANDJOU CARLOS [3], DIOP MAMADOU ABDOUL [4],
We consider the problem ∆ p u = |u| p−2 u in Ω, ∂u |∇u| p−2 = λ|u| p−2 u + g(λ, x, u) on ∂Ω, ∂ν where Ω is a bounded domain of R N with smooth boundary, N ≥ 2, and ∆ p denotes the p-Laplacian operator. We give sufficient conditions for the e [...]
CUESTA MABEL [1], LEADI LIAMIDI ARÈMOU [2], NSHIMIRIMANA PASCALINE [3],
The aim of this paper is to introduce color Hom-Novikov-Poisson algebras which generalize color Hom-Novikov algebras. Many constructions of color Hom-Novikov-Poisson algebras are given either from color Novikov-Poisson algebras or from ε-commutative [...]
(Multiplicative) Hom-Lie-Yamaguti superalgebras are defined as a Z 2 -graded generalization of Hom-Lie Yamaguti algebras and also as a twisted generalization of Lie-Yamaguti superalgebras. Hom-Lie-Yamaguti superalgebras generalize also Hom-Lie supe [...]
GAPARAYI DONATIEN [1], ATTAN SYLVAIN [2], ISSA A. NOUROU [3],
Let (M, g) be a compact Riemannian manifold of hyperbolic type, i.e M is a manifold admitting another metric of strictly negative curvature. In this paper we study the geodesic flow restricted to the set of geodesics which are minimal on the univers [...]
GLASMACHERS EVA [1], KNIEPER GERHARD [2], OGOUYANDJOU CARLOS [3], SCHROEDER JAN PHILIPP [4],