error
Divisa

NONLINEAR H-INFINITY CONTROL, HAMILTONIAN SYSTEMS AND HAMILTON-JACOBI EQUATIONS

9781138072756 ::  NONLINEAR H-INFINITY CONTROL, HAMILTONIAN SYSTEMS AND HAMILTON-JACOBI EQUATIONS
ISBN:

9781138072756

EditorialTAYLOR & FRANCIS GROUP
Edicion:
Páginas:405
Idioma:INGLES
P.V.P.: 88,85 € + 4% IVA = 92,40 €
Dto 5% Ahorras 4,62 €
Importe final iva incl. 87,78 €
PLAZO DE ENTREGA 20 DIAS
Otras versiones :

<P>A COMPREHENSIVE OVERVIEW OF NONLINEAR <EM>H<SUB>8 </SUB></EM>CONTROL THEORY FOR BOTH CONTINUOUS-TIME AND DISCRETE-TIME SYSTEMS, <STRONG>NONLINEAR <EM>H<SUB>8</SUB>-</EM>CONTROL, HAMILTONIAN SYSTEMS AND HAMILTON-JACOBI EQUATIONS </STRONG>COVERS TOPICS AS DIVERSE AS SINGULAR NONLINEAR <EM>H<SUB>8</SUB>-</EM>CONTROL, NONLINEAR <EM>H</EM><SUB><EM>8</EM><STRONG> </STRONG></SUB><STRONG>-</STRONG>FILTERING, MIXED <EM>H<SUB>2</SUB>/ H<SUB>8</SUB>-</EM>NONLINEAR CONTROL AND FILTERING, NONLINEAR<EM> H<SUB>8</SUB>-</EM>ALMOST-DISTURBANCE-DECOUPLING, </P><P>AND ALGORITHMS FOR SOLVING THE UBIQUITOUS HAMILTON-JACOBI-ISAACS EQUATIONS. THE LINK BETWEEN THE SUBJECT AND ANALYTICAL MECHANICS AS WELL AS THE THEORY OF PARTIAL DIFFERENTIAL EQUATIONS IS ALSO ELEGANTLY SUMMARIZED IN A SINGLE CHAPTER.</P><P></P><P>RECENT PROGRESS IN DEVELOPING COMPUTATIONAL SCHEMES FOR SOLVING THE HAMILTON-JACOBI EQUATION (HJE) HAS FACILITATED THE APPLICATION OF HAMILTON-JACOBI THEORY IN BOTH MECHANICS AND CONTROL. AS THERE IS CURRENTLY NO EFFICIENT SYSTEMATIC ANALYTICAL OR NUMERICAL APPROACH FOR SOLVING THEM, THE BIGGEST BOTTLE-NECK TO THE PRACTICAL APPLICATION OF THE NONLINEAR EQUIVALENT OF THE <EM>H<SUB>8</SUB>-</EM>CONTROL THEORY HAS BEEN THE DIFFICULTY IN SOLVING THE HAMILTON-JACOBI-ISAACS PARTIAL DIFFERENTIAL-EQUATIONS (OR INEQUALITIES). IN LIGHT OF THIS CHALLENGE, THE AUTHOR HOPES TO INSPIRE CONTINUING RESEARCH AND DISCUSSION ON THIS TOPIC VIA EXAMPLES AND SIMULATIONS, AS WELL AS HELPFUL NOTES AND A RICH BIBLIOGRAPHY.</P><P><EM><STRONG>NONLINEAR H<SUB>8</SUB>-CONTROL, HAMILTONIAN SYSTEMS AND HAMILTON-JACOBI EQUATIONS</STRONG> WAS WRITTEN FOR PRACTICING PROFESSIONALS, EDUCATORS, RESEARCHERS AND GRADUATE STUDENTS IN ELECTRICAL, COMPUTER, MECHANICAL, AERONAUTICAL, CHEMICAL, INSTRUMENTATION, INDUSTRIAL AND SYSTEMS ENGINEERING, AS WELL AS APPLIED MATHEMATICS, ECONOMICS AND MANAGEMENT.</EM></P>

<P><STRONG>INTRODUCTION<BR></STRONG>HISTORICAL PERSPECTIVE ON NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL <BR>GENERAL SET-UP FOR NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL PROBLEMS <BR>NOTATIONS AND PRELIMINARIES <BR><STRONG><BR>BASICS OF DIFFERENTIAL GAMES<BR></STRONG>DYNAMIC PROGRAMMING PRINCIPLE<BR>DISCRETE-TIME NONZERO-SUM DYNAMIC GAMES<BR>CONTINUOUS-TIME NONZERO-SUM DYNAMIC GAMES<BR><STRONG><BR>THEORY OF DISSIPATIVE SYSTEMS<BR></STRONG>DISSIPATIVITY OF CONTINUOUS-TIME NONLINEAR SYSTEMS <BR><EM>L</EM>2-GAIN ANALYSIS FOR CONTINUOUS-TIME DISSIPATIVE SYSTEMS <BR>CONTINUOUS-TIME PASSIVE SYSTEMS<BR>FEEDBACK-EQUIVALENCE TO A PASSIVE CONTINUOUS-TIME NONLINEAR SYSTEM <BR>DISSIPATIVITY AND PASSIVE PROPERTIES OF DISCRETE-TIME NONLINEAR SYSTEMS <BR><EM>L</EM>2-GAIN ANALYSIS FOR DISCRETE-TIME DISSIPATIVE SYSTEMS<BR>FEEDBACK-EQUIVALENCE TO A DISCRETE-TIME LOSSLESS NONLINEAR SYSTEM <BR><STRONG><BR>HAMILTONIAN MECHANICS AND HAMILTON-JACOBI THEORY <BR></STRONG>THE HAMILTONIAN FORMULATION OF MECHANICS <BR>CANONICAL TRANSFORMATION <BR>THE THEORY OF NONLINEAR LATTICES<BR>THE METHOD OF CHARACTERISTICS FOR FIRST-ORDER PARTIAL-DIFFERENTIAL EQUATIONS<BR>LEGENDRE TRANSFORM AND HOPF-LAX FORMULA<BR><BR><STRONG>STATE-FEEDBACK NONLINEAR</STRONG> <STRONG><EM>H<SUB>8</SUB></EM>-CONTROL FOR CONTINUOUS-TIME SYSTEMS<BR></STRONG>STATE-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR AFFINE NONLINEAR SYSTEMS<STRONG><BR></STRONG>STATE-FEEDBACK NONLINEAR <EM>H<SUB>8</SUB> </EM>TRACKING CONTROL<BR>ROBUST NONLINEAR <EM>H<SUB>8</SUB> </EM>STATE-FEEDBACK CONTROL<BR>STATE-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR TIME-VARYING AFFINE NONLINEAR SYSTEMS<BR>STATE-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR STATE-DELAYED AFFINE NONLINEAR SYSTEMS <BR>STATE-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR A GENERAL CLASS OF NONLINEAR SYSTEMS<BR>NONLINEAR <EM>H<SUB>8</SUB> </EM>ALMOST-DISTURBANCE-DECOUPLING<BR><BR><STRONG>OUTPUT-FEEDBACK NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL FOR CONTINUOUS-TIME SYSTEMS<BR></STRONG>OUTPUT MEASUREMENT-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR AFFINE NONLINEAR SYSTEMS <BR>OUTPUT MEASUREMENT-FEEDBACK NONLINEAR <EM>H<SUB>8</SUB> </EM>TRACKING CONTROL<BR>ROBUST OUTPUT MEASUREMENT-FEEDBACK NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL <BR>OUTPUT MEASUREMENT-FEEDBACK <EM>H<SUB>8</SUB></EM>-CONTROL FOR A GENERAL CLASS OF NONLINEAR SYSTEMS <BR>STATIC OUTPUT-FEEDBACK CONTROL FOR AFFINE NONLINEAR SYSTEMS<BR><BR><STRONG>DISCRETE-TIME NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL<BR></STRONG>FULL-INFORMATION <EM>H<SUB>8</SUB></EM>-CONTROL FOR AFFINE NONLINEAR DISCRETE-TIME SYSTEMS<BR>OUTPUT MEASUREMENT-FEEDBACK NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL FOR AFFINE DISCRETE-TIME SYSTEMS<BR>EXTENSIONS TO A GENERAL CLASS OF DISCRETE-TIME NONLINEAR SYSTEMS<BR>APPROXIMATE APPROACH TO THE DISCRETE-TIME NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL PROBLEM<BR><STRONG><BR>NONLINEAR H<SUB>8</SUB>-FILTERING<BR></STRONG>CONTINUOUS-TIME NONLINEAR <EM>H<SUB>8</SUB></EM>-FILTERING <BR>CONTINUOUS-TIME ROBUST NONLINEAR <EM>H<SUB>8</SUB></EM>-FILTERING<BR>CERTAINTY-EQUIVALENT FILTERS (CEFS)<BR>DISCRETE-TIME NONLINEAR <EM>H<SUB>8</SUB></EM>-FILTERING<BR>DISCRETE-TIME CERTAINTY-EQUIVALENT FILTERS (CEFS)<BR>ROBUST DISCRETE-TIME NONLINEAR <EM>H<SUB>8</SUB></EM>-FILTERING<BR><STRONG><BR>SINGULAR NONLINEAR H<SUB>8</SUB>-CONTROL AND H<SUB>8</SUB>-CONTROL FOR SINGULARLY-PERTURBED NONLINEAR SYSTEMS<BR></STRONG>SINGULAR NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL WITH STATE-FEEDBACK<BR>OUTPUT MEASUREMENT-FEEDBACK SINGULAR NONLINEAR <EM>H8</EM>-CONTROL<BR>SINGULAR NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL WITH STATIC OUTPUT-FEEDBACK<BR>SINGULAR NONLINEAR <EM>H<SUB>8</SUB></EM>-CONTROL FOR CASCADED NONLINEAR SYSTEMS<BR><EM>H<SUB>8</SUB></EM>-CONTROL FOR SINGULARLY-PERTURBED NONLINEAR SYSTEMS<BR><BR><STRONG><EM>H<SUB>8</SUB></EM>-FILTERING FOR SINGULARLY-PERTURBED NONLINEAR SYSTEMS<BR></STRONG>PROBLEM DEFINITION AND PRELIMINARIES <BR>DECOMPOSITION FILTERS <BR>AGGREGATE FILTERS <BR>EXAMPLES <BR><BR><STRONG>MIXED <EM>H</EM><SUB>2</SUB></STRONG><EM><STRONG>/H<SUB>8</SUB></STRONG> </EM><STRONG>NONLINEAR CONTROL<BR></STRONG>CONTINUOUS-TIME MIXED <EM>H</EM><SUB>2</SUB><EM>/H<SUB>8</SUB> </EM>NONLINEAR CONTROL <BR>DISCRETE-TIME MIXED <EM>H</EM><SUB>2</SUB><EM>/H<SUB>8</SUB> </EM>NONLINEAR CONTROL <BR>EXTENSION TO A GENERAL CLASS OF DISCRETE-TIME NONLINEAR SYSTEMS<BR><BR><STRONG>MIXED <EM>H</EM><SUB>2</SUB></STRONG><EM><STRONG>/H<SUB>8</SUB></STRONG> </EM><STRONG>NONLINEAR FILTERING<BR></STRONG>CONTINUOUS-TIME MIXED <EM>H</EM><SUB>2</SUB><EM>/H<SUB>8 </SUB></EM>NONLINEAR FILTERING<BR>DISCRETE-TIME MIXED <EM>H</EM><SUB>2</SUB><EM>/H<SUB>8</SUB> </EM>NONLINEAR FILTERING<BR>EXAMPLE<BR><STRONG><BR>SOLVING THE HAMILTON-JACOBI EQUATION<BR></STRONG>REVIEW OF SOME APPROACHES FOR SOLVING THE HJBE/HJIE <BR>SOLVING THE HAMILTON-JACOBI EQUATION FOR MECHANICAL SYSTEMS AND APPLICATION TO THE TODA LATTICE<BR></P>

INGENIERIA / TECNOLOGIA
MATEMATICAS
Libros relacionados
ISBN: 9781119090045 INTRODUCTION TO BIOSTATISTICAL APPLICATIONS IN HEALTH RESEARCH WITH MICROSOFT® OFFICE EXCEL® SETINTRODUCTION TO BIOSTATISTICAL ...
9781119090045
Enero 2018

136.34€ S/I
129,52€ S/I

ISBN: 9780081007518 ROUTLEY-MEYER TERNARY RELATIONAL SEMANTICS FOR INTUITIONISTIC-TYPE NEGATIONSROUTLEY-MEYER TERNARY RELATIONAL ...
9780081007518
Enero 2018

68.95€ S/I
65,50€ S/I

ISBN: 9780393631715 UNDERSTANDING OUR UNIVERSE – WITH EBOOK AND SMARTWORK5 3EUNDERSTANDING OUR UNIVERSE – WITH EBOOK ...
9780393631715
Enero 2018

103.84€ S/I
98,65€ S/I

ISBN: 9780470140161 STATISTICAL MODELS AND INFERENCESTATISTICAL MODELS AND INFERENCE
9780470140161
Enero 2018

118.54€ S/I
112,61€ S/I

ISBN: 9780691151915 VIEWPOINTS INSTRUCTORS MANUALVIEWPOINTS INSTRUCTORS MANUAL
9780691151915
Enero 2018

P.V.P.: Consultar