01111nam0-2200349---450 99000006840020331620170525122542.0978-1-29202-575-920000531d2014----|||y0itay0103----baengUS||||||||001yyIntroduction to environmental engineering and sciencePearson new international editionGilbert M. Masters, Wendell P. Ela3. ed.Edinburgh GatePearson Educationcopyr. 2014692 p.ill.24 cm.Pearson custom libraryAlways learning2001Pearson custom libraryAlways learningIngegneria sanitaria628MASTERS,Gilbert M.743183ELA,Wendell P.743184ITSALBCISBD990000068400203316628 MAS 123235 Ing62800331976628 MAS 1 a23234 Ing.62800331977BKTECIntroduction to environmental engineering and science1477937UNISA03613nam 22006255 450 991101134770332120250617131704.03-031-84070-410.1007/978-3-031-84070-8(CKB)39331220100041(MiAaPQ)EBC32157269(Au-PeEL)EBL32157269(OCoLC)1524422022(DE-He213)978-3-031-84070-8(EXLCZ)993933122010004120250617d2025 u| 0engur|||||||||||txtrdacontentcrdamediacrrdacarrierRobust Control of Jump Linear Stochastic Systems Applications to Sampled-Data Control /by Vasile Drăgan, Samir Aberkane, Ioan Lucian Popa1st ed. 2025.Cham :Springer Nature Switzerland :Imprint: Springer,2025.1 online resource (953 pages)Lecture Notes in Control and Information Sciences,1610-7411 ;4973-031-84069-0 1. Preliminaries -- 2. Linear Differential Equations with Jumps Generating a Positive Evolution on an Ordered Banach Space -- 3. Stability of Systems of Stochastic Linear Differential Equations with Jumps -- 4. Structural Properties of Linear Stochastic Systems with Jumps -- 5. A Class of Generalized Matrix Riccati Differential Equations with Jumps -- 6. Linear Quadratic Optimal Control Problems for Linear Stochastic Systems with Jumps -- 7. H2 Optimal Control and H2 Optimal Filtering for Stochastic Linear Systems with Jumps -- 8. Robust Control with Respect to the Parametric Uncertainties of a Stochastic Linear System with Jumps.This monograph concentrates on the theory of robust control of linear impulsive stochastic systems and stochastic systems with jumps. It discusses theoretical points concerned with impulsive stochastic systems including optimal control, robust stabilization, and H2- and Hinfinity-type results. Considering the major role played by the impulsive Lyapunov and impulsive Riccati equations in these problems, the book presents a thorough treatment of these equations in a general framework. It also presents various applications to sampled-data control. Robust Control of Jump Linear Stochastic Systems is a self-contained and clearly structured presentation of up-to-date research in this area, relevant to researchers in control theory and to non-specialists who are interested in the theory of robust control of linear impulsive stochastic systems. Theoretical and applied mathematicians, research engineers, and graduate students in the aforementioned fields will also find value in this book.Lecture Notes in Control and Information Sciences,1610-7411 ;497System theoryControl theoryAutomatic controlProbabilitiesSystems Theory, ControlControl and Systems TheoryProbability TheorySystem theory.Control theory.Automatic control.Probabilities.Systems Theory, Control.Control and Systems Theory.Probability Theory.003ăgan Vasile1829160Aberkane Samir1829161Popa Ioan Lucian1829162MiAaPQMiAaPQMiAaPQBOOK9911011347703321Robust Control of Jump Linear Stochastic Systems4398342UNINA