We investigate exact enlarged controllability for time fractional diffusion systems of Riemann-Liouville type. The Hilbert uniqueness method is used to prove exact enlarged controllability for both cases of zone and pointwise actuators. A penalization method is given and the minimum energy control is characterized.publishe
AbstractA class of dynamic control systems described by nonlinear fractional stochastic differential...
We generalize results concerning averaged controllability on fractional type equations: system of fr...
In this paper we study the Controllability and the generalized Ulam-Hyers stability of Riemann-Liouv...
We discuss the approximate controllability of fractional evolution equations involving generalized R...
AbstractIn this paper we apply the classical control theory to a fractional diffusion equation in a ...
We introduce the concept of regional enlarged observability for fractional evolution differential eq...
AbstractIn this paper we apply the classical control theory to a fractional diffusion equation in a ...
In this paper, we discuss the exact regional controllability of fractional evolution equations invol...
This paper investigates the regional gradient controllability for ultra-slow diffusion processes gov...
This paper presents a variational method for studying approximate controllability and infinite-dimen...
We introduce the concept of regional enlarged observability for fractional evolution differential eq...
This paper studies two optimal control problems for linear time-invariant systems of fractional orde...
Abstract. This paper introduces a “spectral observability condition ” for a negative self-adjoint op...
The following article presents recent results of controllability problem of dynamical systems in inf...
We investigate the exact enlarged controllability and optimal control of a fractional diffusion equ...
AbstractA class of dynamic control systems described by nonlinear fractional stochastic differential...
We generalize results concerning averaged controllability on fractional type equations: system of fr...
In this paper we study the Controllability and the generalized Ulam-Hyers stability of Riemann-Liouv...
We discuss the approximate controllability of fractional evolution equations involving generalized R...
AbstractIn this paper we apply the classical control theory to a fractional diffusion equation in a ...
We introduce the concept of regional enlarged observability for fractional evolution differential eq...
AbstractIn this paper we apply the classical control theory to a fractional diffusion equation in a ...
In this paper, we discuss the exact regional controllability of fractional evolution equations invol...
This paper investigates the regional gradient controllability for ultra-slow diffusion processes gov...
This paper presents a variational method for studying approximate controllability and infinite-dimen...
We introduce the concept of regional enlarged observability for fractional evolution differential eq...
This paper studies two optimal control problems for linear time-invariant systems of fractional orde...
Abstract. This paper introduces a “spectral observability condition ” for a negative self-adjoint op...
The following article presents recent results of controllability problem of dynamical systems in inf...
We investigate the exact enlarged controllability and optimal control of a fractional diffusion equ...
AbstractA class of dynamic control systems described by nonlinear fractional stochastic differential...
We generalize results concerning averaged controllability on fractional type equations: system of fr...
In this paper we study the Controllability and the generalized Ulam-Hyers stability of Riemann-Liouv...