MANSOURI Mohamed wadia
Email : mansourimohammed.wadia@uit.ac.ma
Établissement : Faculté des sciences
Laboratoire : Analyse Géométrie et Applications
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📚 Publications Scopus — Total : 15
| Titre | Année | 🔗 Voir |
|---|---|---|
| Cosymplectic Jacobi–Jordan algebras | 2026 | 🔗 Voir |
| Balanced Hermitian structures on twisted cartesian products | 2025 | 🔗 Voir |
| A complete classification of symplectic forms on six-dimensional Frobeniusian real Lie algebras | 2025 | 🔗 Voir |
| On solvable complete symplectic Lie algebras | 2025 | 🔗 Voir |
| Eight-dimensional symplectic non-solvable Lie algebras | 2024 | 🔗 Voir |
| Left-Symmetric Products on Cosymplectic Lie Algebras | 2024 | 🔗 Voir |
| A TOPOLOGICAL APPROACH FOR ANALYZING THE PROTEIN STRUCTURE | 2024 | 🔗 Voir |
| ON k-SYMPLECTIC AND k−COSYMPLECTIC STRUCTURES ON sl(n, R) | 2023 | 🔗 Voir |
| A Topological Data Analysis of the Protein Structure | 2023 | 🔗 Voir |
| The classification of left-invariant para-Kähler structures on simply connected four-dimensional Lie groups | 2022 | 🔗 Voir |
| Symplectic Novikov Lie algebras | 2022 | 🔗 Voir |
| Left invariant generalized complex and Kähler structures on simply connected four dimensional Lie groups: Classification and invariant cohomologies | 2021 | 🔗 Voir |
| LINEARIZATION OF POISSON–LIE STRUCTURES ON THE 2D EUCLIDEAN AND (1 + 1) POINCARÉ GROUPS | 2021 | 🔗 Voir |
| BI-LAGRANGIAN STRUCTURE on the SYMPLECTIC AFFINE LIE ALGEBRA aff(2,R) | 2020 | 🔗 Voir |
| Dressing-Modular vector field of poisson-lie group | 2013 | 🔗 Voir |