This paper investigates representations of outer matrix inverses with prescribed range
and/or null space in terms of inner inverses. Further, required inner inverses are computed …

The computation of the generalized inverse of a constant matrix is utilized in finding the
generalized inverse and its Laurent expansion of a nonregular polynomial matrix. The …

An approach is developed based on polynomial matrix theory for formulating the equations
of motion and for determining the response of multi-degree-of-freedom (MDOF) linear …

In Karampetakis (1995) an algorithm for computing the generalized inverse of a singular
polynomial matrixA (s)∈ R [s] n× mhas been presented. In this paper the algorithm is …

Our paper investigates recent developments in robotic vision and path-following
technologies, with a focus on the latest advancements in robotic vision systems, including …

The main purpose of this paper is to present a quicker and less memory-expensive
algorithm for the generalized inversion of polynomial matrices than those presented earlier …

This volume offers a gradual exposition to matrix theory as a subject of linear algebra. It
presents both the theoretical results in generalized matrix inverses and the applications. The …

Generalized inverses of two-variable polynomial matrices and applications Page 1
CIRCUITs SYSTEMS SIGNAL PRC~$1NG VOL 16, NO. 4,1997, PP. 439-453 …

An algorithm for computing {2, 3},{2, 4},{1, 2, 3},{1, 2, 4}-inverses and the Moore–Penrose
inverse of a given rational matrix A is established. Classes A {2, 3} s and A {2, 4} s are …

In this paper, a mathematical methodology is presented for the determination of the solution
of motion for linear constrained mechanical systems applicable also to systems with singular …