Lineární maticové nerovnosti

Semidefinite programming or optimization over linear matrix inequalities
(LMIs) is an extension of linear programming to the cone of positive
semidefinite matrices. LMI methods are an important modern tool in systems
control and signal processing.
Theory: Convex sets represented via LMIs; LMI relaxations for solution of
non-convex polynomial optimization problems; Interior-point algorithms to
solve LMI problems; Solvers and software; LMIs for polynomial mehods in
control.
Control applications: robustness analysis of linear and nonlinear systems;
design of fixed-order robust controllers with H-infinity specifications.
For more information, see http://www.laas.fr/~henrion/courses/lmi
\\Výsledek studentské ankety předmětu je zde: http://www.fel.cvut.cz/anketa/aktualni/courses/XP35LMI

Kód
XP35LMI
Semestr
letní
Rozsah
2+2s
Kapacita
20
Obsazeno
8
Počet kreditů
4
Zakončení
zkouška