A characterization of semilinear dense range operators and applications
We characterize a broad class of semilinear dense range operators GH: W→ Z given by the
following formula, GHw= Gw+ H (w), w∈ W, where Z, W are Hilbert spaces, G∈ L (W, Z) …
following formula, GHw= Gw+ H (w), w∈ W, where Z, W are Hilbert spaces, G∈ L (W, Z) …
[PDF][PDF] Approximate controllability of semilinear reaction diffusion equations
H Leiva, N Merentes, JL Sánchez - Mathematical Control and …, 2012 - researchgate.net
APPROXIMATE CONTROLLABILITY OF SEMILINEAR REACTION DIFFUSION
EQUATIONS Hugo Leiva Nelson Merentes and José L. Sánchez (Communi Page 1 …
EQUATIONS Hugo Leiva Nelson Merentes and José L. Sánchez (Communi Page 1 …
Approximate controllability of semilinear stochastic generalized systems in Hilbert spaces
Z Ge - Mathematics, 2022 - mdpi.com
Approximate controllability of two types of nonlinear stochastic generalized systems is
investigated in the sense of mild solution in Hilbert spaces. Firstly, the approximate …
investigated in the sense of mild solution in Hilbert spaces. Firstly, the approximate …
Approximate controllability of a semilinear heat equation
We apply Rothe's type fixed point theorem to prove the interior approximate controllability of
the following semilinear heat equation: zt (t, x)= Δz (t, x)+ 1ωu (t, x)+ f (t, z (t, x), u (t, x)) in (0 …
the following semilinear heat equation: zt (t, x)= Δz (t, x)+ 1ωu (t, x)+ f (t, z (t, x), u (t, x)) in (0 …
Interior controllability of a broad class of reaction diffusion equations
We prove the interior approximate controllability of the following broad class of reaction
diffusion equation in the Hilbert spaces Z= L2 (Ω) given by z′=− Az+ 1ωu (t), t∈[0, τ], where …
diffusion equation in the Hilbert spaces Z= L2 (Ω) given by z′=− Az+ 1ωu (t), t∈[0, τ], where …
Interior Controllability of the Semilinear Heat Equation
H Leiva, N Merentes, JL Sanchez - 2011 - projecteuclid.org
In this paper we prove the interior approximate controllability of the following Semilinear
Heat Equation\left {z_ t (t, x)= Δ z (t, x)+ 1_ ω u (t, x)+ f (t, z, u (t, x)) & in\quad (0, τ * Ω,\z= 0 …
Heat Equation\left {z_ t (t, x)= Δ z (t, x)+ 1_ ω u (t, x)+ f (t, z, u (t, x)) & in\quad (0, τ * Ω,\z= 0 …
Controllability of Laguerre and Jacobi equations
In this paper we study the controllability of the controlled Laguerre equation and the
controlled Jacobi equation. For each case, we find conditions which guarantee when such …
controlled Jacobi equation. For each case, we find conditions which guarantee when such …
Skew-product semi-flows and non-autonomous control systems
D Barcenas, SN Chow, H Leiva, AT Moya - Journal of mathematical …, 2011 - Elsevier
In this paper we give a necessary and sufficient conditions for exact and approximate
controllability of a wide class of linear infinite-dimensional non-autonomous control systems …
controllability of a wide class of linear infinite-dimensional non-autonomous control systems …
Existence and approximate controllability of stochastic semilinear reaction diffusion systems
In this paper, the approximate controllability of an abstract model of stochastic semilinear
reaction diffusion equation in Hilbert spaces is considered. The existence and uniqueness of …
reaction diffusion equation in Hilbert spaces is considered. The existence and uniqueness of …
[PDF][PDF] Approximate controllability of semilinear cascade systems in H= L2 (Ω)
H Leiva - International Mathematical Forum, 2012 - researchgate.net
Approximate Controllability of Semilinear Cascade Systems in H = L2(Ω) Page 1 International
Mathematical Forum, Vol. 7, 2012, no. 57, 2797 - 2813 Approximate Controllability of …
Mathematical Forum, Vol. 7, 2012, no. 57, 2797 - 2813 Approximate Controllability of …