Structure Theories and Applications of Multivariable Control Systems Described by Block Canonical Forms.
Leang San Shieh · 1987
Several block canonical forms for describing a class of multivariable control systems have been developed in this project. Based on these canonical structures, some algebraic and geometric theories have been developed for analysis and design of multivariable control systems. Several matrix-valued functions have been defined and computational algorithms have been established for computing these matrix-valued functions. These matrix-valued functions and associated computational algorithms have been utilized for analysis and design of general large-scale continuous-time and discrete-time systems. Based on these research results, twenty-two papers have been published in the referred journals. Keywords: Control theory; Linear systems; Matrix algebra; Abstracts.