Klein, Guillaume

In this thesis we study the vectorial damped wave equation on a compact Riemannian manifold with no boundary. The damping term is thus a matrix valued function and the solutions of the equation are vector valued.We first study the problem of stabilization and compute the best exponential decay rate of energy of the solutions of the equation. This r...

Klein, Guillaume

In this thesis we study the vectorial damped wave equation on a compact Riemannian manifold with no boundary. The damping term is thus a matrix valued function and the solutions of the equation are vector valued.We first study the problem of stabilization and compute the best exponential decay rate of energy of the solutions of the equation. This r...

Klein, Guillaume

In this thesis we study the vectorial damped wave equation on a compact Riemannian manifold with no boundary. The damping term is thus a matrix valued function and the solutions of the equation are vector valued.We first study the problem of stabilization and compute the best exponential decay rate of energy of the solutions of the equation. This r...

Klein, Guillaume

In this thesis we study the vectorial damped wave equation on a compact Riemannian manifold with no boundary. The damping term is thus a matrix valued function and the solutions of the equation are vector valued.We first study the problem of stabilization and compute the best exponential decay rate of energy of the solutions of the equation. This r...

Klein, Guillaume

In this thesis we study the vectorial damped wave equation on a compact Riemannian manifold with no boundary. The damping term is thus a matrix valued function and the solutions of the equation are vector valued.We first study the problem of stabilization and compute the best exponential decay rate of energy of the solutions of the equation. This r...

KUNDU, S PANI, AK

In this article, we discuss global stabilization results for the Burgers' equation using nonlinear Neumann boundary feedback control law. As a result of the nonlinear feedback control, a typical nonlinear problem is derived. Then, based on C (0)-conforming finite element method, global stabilization results for the semidiscrete solution are analyze...

SHARMA, LK SIRDESAI, NN SHARMA, KM SINGH, TN

The durability, efficiency and the integrity of structures built within or over mountain soils are mainly controlled by the geotechnical properties. It is therefore imperative to analyse these properties before the commencement of such projects, and upgrade them when and where required. The current study focusses on the addressing the problems asso...

KUNDU, S PANI, AK

In this article, we discuss global stabilization results for the Burgers' equation using nonlinear Neumann boundary feedback control law. As a result of the nonlinear feedback control, a typical nonlinear problem is derived. Then, based on C (0)-conforming finite element method, global stabilization results for the semidiscrete solution are analyze...

SHARMA, LK SIRDESAI, NN SHARMA, KM SINGH, TN

The durability, efficiency and the integrity of structures built within or over mountain soils are mainly controlled by the geotechnical properties. It is therefore imperative to analyse these properties before the commencement of such projects, and upgrade them when and where required. The current study focusses on the addressing the problems asso...

SHARMA, LK SIRDESAI, NN SHARMA, KM SINGH, TN

The durability, efficiency and the integrity of structures built within or over mountain soils are mainly controlled by the geotechnical properties. It is therefore imperative to analyse these properties before the commencement of such projects, and upgrade them when and where required. The current study focusses on the addressing the problems asso...