collaborators

7 papers

math.SP2018

Spectral mapping theorems of differentiable C0 semigroups

Abdelaziz Tajmouati, Hamid Boua, Mohammed Karmouni

Let be a semigroup on a Banach space with infinitesimal generator . In this work, we give conditions for which the spectral mapping theorem $σ_{*}(T…

math.SP2018

Quasi-fredholm and saphar spectrums for the α-times integrated semigroups

Abdelaziz Tajmouati, Abdeslam El Bakkali, Mohamed Ahmed Mohamed Baba +1

We continue to study -times integrated semigroups. Essentially, we characterize the different spectrums of -times integrated semigroups by the spectrums of their generators.…

math.SP2018

Essential Descent Spectrum Equality

Abdelaziz Tajmouati, Hamid Boua

A bounded operator in a Banach space is said to satisfy the essential descent spectrum equality, if the descent spectrum of as an operator on coincides with the ess…

math.SP2018

Problem of Descent Spectrum Equality

Abdelaziz Tajmouati, Hamid Boua

Let be the algebra of all bounded operators acting on an infinite dimensional complex Banach space . We say that an operator satisfies th…

math.FA2018

Quasi-Fredholm, Saphar Spectra for Integrated Semigroup

Abdelaziz Tajmouati, Hamid Boua, Mohamed Karmouni

In this paper, we show a spectral inclusion of integrated semigroups for Saphar, essentially Saphar and quasi-Fredholm spectra.

math.FA2018

Semi-Fredholm and semi-Browder spectrums for the -times integrated semigroups

Abdelaziz Tajmouati, Abdeslam El Bakkali, Mohamed Baba Mohamed Ahmed +1

In this paper, we describe the different spectrums of the α-times integrated semigroups by the spectrums of their generators. Specially, essential ascent and descent, upper and low…