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A Necessary Algebraic Condition for Controllability and Observability of Linear Time-Varying Systems
ArticleAbstract: In this note, we give an algebraic condition which is necessary for the system x′(t) = A(t)x(t) + B(Palabras claves:Algebraic condition, Linear time-varying control systems, Noncontrollability, NonobservabilityAutores:Hugo Leiva, Siegmund S.Fuentes:googlescopusA modified Smith pbkp_redictor based – Sliding mode control approach for integrating processes with dead time
ArticleAbstract: This paper proposes a modified hybrid robust Smith pbkp_redictor controller design for integrating pPalabras claves:Dead Time, Integrating processes, Sliding mode controller, Smith pbkp_redictorAutores:Castrillon F., Hugo Leiva, Jorge Espín, Oscar E. CamachoFuentes:scopusA necessary and sufficient condition for the controllability of linear systems in Hilbert spaces and applications
ArticleAbstract: As we have announced in the title of this work, we show that a broad class of linear evolution equatPalabras claves:damped wave equation, exact controllability, Linear evolution equationsAutores:Hugo Leiva, Iturriaga E.Fuentes:googlescopusControllability of block diagonal systems and applications
ArticleAbstract: In this paper we present necessary and sufficient conditions for the exact and approximate controllaPalabras claves:Applications, Block-diagonal system, controllability, strongly continuous semigroupAutores:Hugo Leiva, Lárez H., Uzcátegui J.Fuentes:googlescopusControllability of linear time varying systems: new algebraic criteria
Conference ObjectAbstract: This paper presents algebraic rank conditions for the complete controllability of the system. x(t)=Palabras claves:Autores:Hugo Leiva, Lehman B.Fuentes:googlescopusControllability of the benjamin-bona-mahony equation
ArticleAbstract: In this note we study the controllability of the Generalized Benjamin-Bona-Mahony equation (BBM) witPalabras claves:Algebraic condition, Approximate controllability, BBM- EquationAutores:Adames N., Hugo Leiva, Sanchez J.L.Fuentes:googlescopusControllability of the perturbed Beam equation
ArticleAbstract: In this paper, applying the Rothe's Fixed Point Theorem, we prove the approximate controllability ofPalabras claves:Approximate controllability, Rothe's fixed point theorem, semilinear beam equation, strongly continuous semigroupsAutores:Carrasco A., Hugo Leiva, Merentes N.Fuentes:googlescopusControllability of time-varying systems with impulses, delays and nonlocal conditions
ArticleAbstract: In this paper, we prove the controllability of time-varying semilinear systems with impulses, delay,Palabras claves:Bashirov et al. technique, controllability, delays, impulses, Nonlocal conditions, Time Varying SystemsAutores:Dalia Cabada, Dalia Nathaly Cabada Pesantez, Hugo Leiva, Rodolfo GalloFuentes:googlescopusCONTROLLABILITY OF SUSPENSION BRIDGE MODEL PROPOSED BY LAZER AND MCKENNA UNDER THE INFLUENCE OF IMPULSES, DELAYS, AND NON-LOCAL CONDITIONS
ArticleAbstract: The main purpose of this paper is to prove the controllability of the model proposed by Lazer and McPalabras claves:Banach Fixed Point Theorem, controllability, delays, impulsive semilinear evolution equation, Lazer and Mckenna’s model, Nonlocal conditions, suspension bridgesAutores:Hugo Leiva, Zouhair W.Fuentes:googlescopusApproximate controllability of time-dependent impulsive semilinear retarded differential equations with infinite delay and nonlocal conditions
ArticleAbstract: Here we study the approximate controllability of time dependent impulsive retarded semilinear differPalabras claves:Approximate controllability, Bashirov et al. technique, Hale and Kato axiomatic theory, impulses, Nonlocal conditions, Time-dependent retarded differential equation with infinite delayAutores:Candy Herrera, Hugo Leiva, Steven AllaucaFuentes:scopus