On a Generalized Linear Boundary Value Problem
On generalized inverses of singular matrix pencils
Linear time-invariant networks are modelled by linear differential-algebraic equations with constant coefficients. These equations can be represented by a matrix pencil. Many publications on this subject are restricted to regular matrix pencils. In particular, the influence of the Weierstrass structure of a regular pencil on the poles of its inverse is well known. In this paper we investigate singular matrix pencils. The relations between the Kronecker structure of a singular matrix pencil and the...
On reducing and deflating subspaces of matrices.
On spectra of expansion graphs and matrix polynomials. II.
On the cover problems of geometric theory
On the estimation of the -numerical range of monic matrix polynomials.
On the finite Fourier transforms of functions with infinite discontinuities.
On the problem in max algebra: every system of intervals is a spectrum
We consider the two-sided eigenproblem over max algebra. It is shown that any finite system of real intervals and points can be represented as spectrum of this eigenproblem.
On the Solution of sigma-alpha Regular Generalized Linear Systems