Titlebook: Recent Advances in Modeling, Analysis and Systems Control: Theoretical Aspects and Applications; El Hassan Zerrik,Said Melliani,Oscar Cast

Homocystinuria

Bilinear Boundary Control Problem of an Output of Parabolic Systems,stence of a control minimizing a quadratic functional, that we characterize using an optimality system. Then, we derive sufficient condition for the uniqueness of such a control, and we develop an algorithm that allows its computation. A simulation illustrating the theoretical results is given.

CRAFT

Optimal Control of a Parabolic Trough Receiver Distributed Model, stands for the velocity of the heat transfer fluid. Using the tools of semigroup theory, we characterize the optimal control, that steers the fluid temperature close to the required level. Then we give an algorithm for the numerical implementation of the optimal control. The obtained results are illustrated through simulations.

Aggressive

Regional Boundary Observability with Constraints on the State of Semilinear Parabolic Systems,verned by semilinear parabolic ones, which consists in the reconstruction of the initial state between two prescribed functions on a part . of the boundary ., without the knowledge of the state using the Lagrangian multiplier approach. Finally, this approach leads to an algorithm which is illustrated through numerical examples and simulations.

震驚

978-3-030-26151-1Springer Nature Switzerland AG 2020

PATHY

LASH

nonplus

A Sub-supersolutions Method for a Class of Weighted (,(.), ,(.))-Laplacian Systems,In this paper we study the existence of a positive weak solutions for a quasilinear elliptic system involving weighted .Laplacian operators. The approach is based on sub-supersolutions method and on fixed point theorem.

emission

Fuzzy Solutions for Impulsive Evolution Equations,This paper investigates the existence to the impulsive fuzzy evolution equation via fixed point theorem for absolute retract, take into consideration that . can be embedded isomorphically as a cone in a Banach space.

不持續(xù)就爆

irradicable

Minimum Energy Control of Fractional Linear Systems Using Caputo-Fabrizio Derivative,We investigate regional controllability for time fractional diffusion systems of Caputo–Fabrizio type. The problem is studied via Hilbert uniqueness method (HUM) introduced by J. L. Lions in 1988. The used approach allow us to characterize the control of minimum energy.