M. ACHOUR Dahmane

Prof

Directory of teachers

Department

Mathematics Department

Research Interests

Functional Analysis

Contact Info

University of M'Sila, Algeria

Email : dahmane [dot] achour [at] univ-msila [dot] dz

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Recent Publications

2025-02-10

Building Ideals of Two-Lipschitz Operators Between Metric and Banach Spaces

Citation

M. ACHOUR Dahmane, (2025-02-10), "Building Ideals of Two-Lipschitz Operators Between Metric and Banach Spaces", [national] Mediterranean Journal of Mathematics , Springer Nature Link

2024-12-12

Compactness properties of Lipschitz operators

Citation

M. ACHOUR Dahmane, (2024-12-12), "Compactness properties of Lipschitz operators", [international] 5th International Conference on Mathematical, Engineering, and Management Sciences ( 5th ICMEMS-2024) , India

2024-10-23

Characterization of multilinear compact operators

Citation

M. ACHOUR Dahmane, (2024-10-23), "Characterization of multilinear compact operators", [national] 8th National M'sila conference on mathematical analysis , University of M'sila

The closed injective hull of a two Lipschitz operatorsideals

Citation

M. ACHOUR Dahmane, (2024-10-23), "The closed injective hull of a two Lipschitz operatorsideals", [national] 8 th M’Sila conference on Mathematical Analysis , University of M'sila

2024-07-06

Ideal of multilinear -factorable operators and applications

Citation

M. ACHOUR Dahmane, (2024-07-06), "Ideal of multilinear -factorable operators and applications", [national] Advances in Operator Theory , Springer International Publishing

2024-04-02

Strongly Lipschitz (l p, l q)-factorable mappings

Citation

M. ACHOUR Dahmane, (2024-04-02), "Strongly Lipschitz (l p, l q)-factorable mappings", [national] Applied General Topology , Universitat Politècnica de València

2022

The ideal of Lipschitz classical-compact operators and its injective hull

Citation

M. ACHOUR Dahmane, (2022), "The ideal of Lipschitz classical-compact operators and its injective hull", [national] Moroccan Journal of Pure and Applied Analysis , Sidi Mohamed Ben Abdallah University.

Banach space of strongly (p,q,σ) -summable sequences and applications

Citation

M. ACHOUR Dahmane, (2022), "Banach space of strongly (p,q,σ) -summable sequences and applications", [national] Rendiconti del Circolo Matematico di Palermo Series 2 , Springer Milan

Lipschitz Operator Ideals

Citation

M. ACHOUR Dahmane, (2022), "Lipschitz Operator Ideals", [international] INTERNATIONAL E-CONFERENCE ON MATHEMATICAL AND STATISTICAL SCIENCES: A SELCUK MEETING , Turkey

2021

Vector-valued Lorentz sequence spaces and their dual spaces

Citation

M. ACHOUR Dahmane, (2021), "Vector-valued Lorentz sequence spaces and their dual spaces", [national] Colloquium Mathematicum , Instytut Matematyczny Polskiej Akademii Nauk

Operator ideals generated by strongly Lorentz sequence spaces

Citation

M. ACHOUR Dahmane, (2021), "Operator ideals generated by strongly Lorentz sequence spaces", [national] Advances in Operator Theory , Springer International Publishing

2020

The Lipschitz injective hull of Lipschitz operator ideals and applications

Citation

M. ACHOUR Dahmane, (2020), "The Lipschitz injective hull of Lipschitz operator ideals and applications", [national] Banach Journal of Mathematical Analysis , Springer International Publishing

Two-Lipschitz operator ideals

Citation

M. ACHOUR Dahmane, (2020), "Two-Lipschitz operator ideals", [international] Journal of Mathematical Analysis and Applications , Academic Press

Strongly (p, q)-summable sequences

Citation

M. ACHOUR Dahmane, (2020), "Strongly (p, q)-summable sequences", [national] Filomat , Published by Faculty of Sciences and Mathematics, University of Niˇs, Serbia

2019

Lipschitz p-compact mappings

Citation

M. ACHOUR Dahmane, (2019), "Lipschitz p-compact mappings", [national] Monatshefte für Mathematik , Springer Milan

Factorable strongly p-nuclear m-homogeneous polynomials

Citation

M. ACHOUR Dahmane, (2019), "Factorable strongly p-nuclear m-homogeneous polynomials", [national] Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas , Springer International Publishing

2018

Multilinear mixing operators and Lipschitz mixing operator ideals

Citation

M. ACHOUR Dahmane, (2018), "Multilinear mixing operators and Lipschitz mixing operator ideals", [national] OPERATORS AND MATRICES , ELEMENT

Factorization of Lipschitz operators on Banach function spaces

Citation

M. ACHOUR Dahmane, (2018), "Factorization of Lipschitz operators on Banach function spaces", [national] Mathematical Inequalities & Applications , Element doo

2017

(p,σ)-Absolutely Lipschitz operators

Citation

M. ACHOUR Dahmane, (2017), "(p,σ)-Absolutely Lipschitz operators", [national] Annals of Functional Analysis , Tusi Mathematical Research Group

2016

Lipschitz operator ideals and the approximation property

Citation

M. ACHOUR Dahmane, (2016), "Lipschitz operator ideals and the approximation property", [national] Journal of Mathematical Analysis and Applications , Academic Press

Absolutely summing Lipschitz conjugates

Citation

M. ACHOUR Dahmane, (2016), "Absolutely summing Lipschitz conjugates", [national] Mediterranean Journal of Mathematics , Springer International Publishing

Domination spaces and factorization of linear and multilinear summing operators

Citation

M. ACHOUR Dahmane, (2016), "Domination spaces and factorization of linear and multilinear summing operators", [national] Quaestiones Mathematicae , Taylor & Francis

2015

Virtually (r; r₁,…, rn; s)-nuclear multilinear operators

Citation

M. ACHOUR Dahmane, (2015), "Virtually (r; r₁,…, rn; s)-nuclear multilinear operators", [national] Extracta Mathematica , Universidad de Extremadura

2011

Multilinear extensions of absolutely (p; q; r)-summing operators

Citation

M. ACHOUR Dahmane, (2011), "Multilinear extensions of absolutely (p; q; r)-summing operators", [national] Rendiconti del Circolo Matematico di Palermo , Springer Milan

2010

A polynomial characterization of Hilbert spaces

Citation

M. ACHOUR Dahmane, (2010), "A polynomial characterization of Hilbert spaces", [national] Collectanea mathematica , Springer Link

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