collaborators

6 papers

math.FA2023

Perturbation of Schauder frames and besselian Schauder frames in Banach spaces

Samir Kabbaj, Rafik Karkri, Hicham Zoubeir

We consider the stability of Schauder frames and besselian Schauder frames under perturbations. Our results are inspirit close to the results of Heil [18].

math.GM2023

On *-fusion frames for Hilbert C*-modules

Nadia Assila, Samir Kabbaj, Hicham Zoubeir

Our main goal in this paper, is to generalize to Hilbert C*-modules the concept of fusion frames. Indeed we introduce the notion of *ñfusion frames associated to weighted sequences…

math.FA2023

On characterizations of a some classes of Schauder frames in Banach spaces

Rafik Karkri, Samir Kabbaj, Hamad Sidi Lafdal

In this paper, we prove the following results. There exists a Banach space without basis which has a Schauder frame. There exists an universal Banach space (resp. )…

math.FA2023

Pairs of Woven continuous frames in Hilbert spaces

Hafida Massit, Mohamed Rossafi, Samir Kabbaj

In this present paper we introduce weaving Hilbert space frames in the continuous case, we give new approaches for manufacturing pairs of woven continuous frames and we obtain new…

math.FA2023

--frames for Hilbert spaces and the -adjoint operator

Chaimae Mezzat, Samir Kabbaj, Abdelkarim Bourouihia

In this paper, we will generelize -frames; a new concept of frames for Hilbert spaces, by --frames. The idea is to take a sequence from a Banach space and see how it can b…

math.FA2023

On a class of Schauder frames in Banach spaces

Samir Kabbaj, Rafik Karkri, Zoubeir Hicham

In this paper, we give a characterization and a some properties of a besselian sequences, which allows us to build some examples of a besselian Schauder frames. Also for a reflexiv…