Computation of the inverse of a polynomial matrix and evaluation of its Laurent expansion

References

• CALLIER F. , and DESOER . C, 1982 , Multivariable Feedback Systems , ( New York : Springer Verlag ).
   Google Scholar
• KAILATH , T. , 1980 . Linear Systems , ( New York : Prentice-Hall ).
   Google Scholar
• LEWIS , F. , 1986 , Further remarks on the Cayley- Hamilton theorem and Leverrier's method for the matrix pencil (sE - A). I. E. E. E Transactions on Automatic Control , 31 , 869 – 870 .
   Web of Science ®Google Scholar
• MERTZIOS , B. G. , 1984 , Leverrier's algorithm for singular systems. I. E. E. E. Transactions on Automatic Control , 29 , 652 – 653 .
   Web of Science ®Google Scholar
• MERTZIOS , B. G. , and LEWIS , F. , 1989, Fundamental matrix of singular systems. Circuits, Systems and Signal Processing , 8, 341–355.
   Web of Science ®Google Scholar
• VARDULAKIS , A. I. G. , and FRAGULIS , G. , 1990 , Impulsive behavior and reachability at infinity of generalized singular systems. , Submitted for publication.
   Google Scholar
• VARDULAKIS , A. I. G. , LIMEBEER , D. , and KARCANIAS , N. , 1982 , Structure and SmithMcMillan form of a rational matrix at infinity. International Journal of Control , 35 , 701 – 725 .
   Web of Science ®Google Scholar
• ZADEH , L. A. , and DESOER , C. A. , 1963 , Linear System Theory , ( New York : McGraw-Hill ).
   Google Scholar