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Recent results in the infinite matrix theory, and application to Hill equation

100%

Malafosse B.

Demonstratio Mathematica

2002

tom Vol. 35, nr 1

11-26

In this paper, we give some properties of infinite linear systems and apply them to Hill equation. So we determine Floquet exponent and the space of the solutions.

On some Banach algebra of infinite matrices and applications

63%

Labbas R. , Malafosse B.

Demonstratio Mathematica

1998

tom Vol. 31, nr 1

153-168

We present in this work some new se

Spectra of the operator of the first difference in salpha, s)/alpha and lp (alpha) (1

63%

Fares A. , Malafosse B.

Demonstratio Mathematica

2008

tom Vol. 41, nr 3

661-676

In this paper we deal with the spectrum of the operator of the first difference A considered as an operator from E to itself where E is one of the sets [...].We apply these results to characterize matrix transformations mapping in E [...] or N. This paper generalizes some results given in [8] and [3].