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Dahmane Achour
Affiliation : University Mohamed Boudiaf of M'sila
- 35Publications (affiliation in Algeria)
- 47Total publications
- 356Citations
- 13h-index
Research profile
Dahmane Achour has 35 indexed publications (2004–2026). Their work appears mainly in “Journal of Mathematical Analysis and Applications”, “Rendiconti del Circolo Matematico di Palermo Series 2” and “Mediterranean Journal of Mathematics”. Their most cited article, “On the Cohen strongly p-summing multilinear operators” (2006), has been cited 53 times. 9 of these publications date from the last three years of activity. Their work is co-authored with at least 12 researchers, including institutions in Spain.
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Create my free profile Add my publicationsResearch areas
- Advanced Banach Space Theory
- Approximation Theory and Sequence Spaces
- Advanced Harmonic Analysis Research
- Advanced Operator Algebra Research
- Mathematical Inequalities and Applications
Publications (35)
- The Lipschitz σ -nuclear operators and its dual
- Operators factorable through Lorentz sequence spaces
- Classical p-compact multilinear operators
- Building Ideals of Two-Lipschitz Operators Between Metric and Banach Spaces
- The Interpolative Ideal of Bloch Mappings
- Lattice Sequence Spaces and Summing Mappings
- Lipschitz closed injective hull ideals and Lipschitz interpolative ideals
- Strongly Lipschitz (ℓp ,ℓq)-factorable mappings
- Ideal of multilinear $${\mathcal {F}}_{\vec {p},\vec {q}}\,$$-factorable operators and applications
- Building ideals of two-Lipschitz operators between mertic and Banach spaces
- The ideal of Lipschitz classical p -compact operators and its injective hull
- Operator ideals generated by strongly Lorentz sequence spaces
- Vector-valued Lorentz sequence spaces and their dual spaces
- Banach space of strongly $$(p,q,\sigma )$$-summable sequences and applications
- The Lipschitz injective hull of Lipschitz operator ideals and applications
- Two-Lipschitz operator ideals
- Strongly (p,q)-summable sequences
- Lipschitz p-compact mappings
- Tensor Characterizations of Summing Polynomials
- Factorable strongly p-nuclear m-homogeneous polynomials
- $(p,\sigma)$ -Absolutely Lipschitz operators
- Domination spaces and factorization of linear and multilinear summing operators
- Lipschitz operator ideals and the approximation property
- Absolutely Summing Lipschitz Conjugates
- Domination and factorization theorems for positive strongly $$p$$ p -summing operators
- Factorization of strongly (p,σ)-continuous multilinear operators
- Factorization of absolutely continuous polynomials
- Absolutely continuous multilinear operators
- $$(q;r)$$ -Dominated holomorphic mappings
- Multilinear extensions of absolutely (p;q;r)-summing operators
- A polynomial characterization of Hilbert spaces
- On multilinear generalizations of the concept of nuclear operators
- COHEN p-NUCLEAR MULTILINEAR MAPPINGS
- On the Cohen strongly p-summing multilinear operators
- Little Grothendieck's theorem for sublinear operators
Publication venues
- Journal of Mathematical Analysis and Applications × 6
- Rendiconti del Circolo Matematico di Palermo Series 2 × 3
- Mediterranean Journal of Mathematics × 3
- Linear and Multilinear Algebra × 2
- Quaestiones Mathematicae × 2
- Advances in Operator Theory × 2
Publications per year
- 20263
- 20253
- 20243
- 20231
- 20214
- 20203
- 20191
- 20182
- 20162
- 20152
Collaborations
Partner institutions : École Normale Supérieure de Bou Saada · Universitat de València · University of Batna 1 · Université Larbi Tébessi · University of Eloued
Co-authors’ countries : Spain
Co-authors
- Elhadj Dahia
- Rachid Yahi
- Ahlem Alouani
- Lahcène Mezrag
- Aldjia Attallah
- Toufik Tiaiba
- Rachid Soualmia
- Abdelhamid Tallab
- Khalil Saadi
- Pilar Rueda
- Khaled Hamidi
- A. Maamra
Bibliographic data from OpenAlex (open database).
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