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ROSSAFI Mohamed

Email : mohamed.rossafi1@uit.ac.ma

Établissement : Ecole Supérieure de l\'Education et de la Formation

Laboratoire : Analyse Géométrie et Applications

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📚 Publications Scopus — Total : 75
Titre Année 🔗 Voir
Continuous biframes in Hilbert spaces 2026 🔗 Voir
K − bi − g−FRAMES IN HILBERT SPACES 2026 🔗 Voir
Controlled continuous g-frames and their duals in Hilbert spaces 2026 🔗 Voir
Continuous K-Biframes in Hilbert Spaces 2026 🔗 Voir
On woven frame in Hilbert modules 2026 🔗 Voir
Continuous Γ-frames and continuous Γ-Riesz basis in Hilbert C*-modules 2026 🔗 Voir
New Results of K-g-Frames for Hilbert C∗-Modules 2026 🔗 Voir
New Properties of Generalized Fusion Frames in Hilbert C*-Modules 2026 🔗 Voir
K-g-Fusion Frames on Cartesian Products of Two Hilbert C*-Modules 2025 🔗 Voir
WOVEN b-FRAMES IN HILBERT SPACES 2025 🔗 Voir
SOME COMMON FIXED POINT RESULTS IN GENERALIZED ASYMMETRIC METRIC SPACES 2025 🔗 Voir
Continuous generalized atomic subspaces for operators in Hilbert spaces 2025 🔗 Voir
Some Fixed Point Theorems for Θ − ϕ-Multivalued Contraction Mappings in Rectangular b-Metric Spaces 2025 🔗 Voir
K-biframes in Hilbert spaces 2025 🔗 Voir
Weaving Continuous Controlled K-G-Fusion Frames in Hilbert C*-Modules 2025 🔗 Voir
Construction of New Continuous K-g-Frames within Hilbert C∗-Modules 2025 🔗 Voir
Woven Continuous Generalized Frames in Hilbert C*-Modules 2025 🔗 Voir
Generalized Hyers-Ulam Stability of n-Dimensional Quadratic Functional Equality in Modular Space and β-Homogeneous Banach Space 2025 🔗 Voir
Properties and Characterizations of Controlled K-g-Fusion Frames within Hilbert C*-Modules 2025 🔗 Voir
Biframes in Hilbert C*-modules 2025 🔗 Voir
HYPERSTABILITY OF SOME FUNCTIONAL EQUATIONS IN MODULAR SPACES 2025 🔗 Voir
Continuous Biframes in Hilbert C∗-Modules 2025 🔗 Voir
K-g-frames in Hilbert modules over locally-C*-algebras 2025 🔗 Voir
Approximated Solution Based on the Frame Bounds in Hilbert C∗-Modules 2025 🔗 Voir
Woven Continuous Frames in Hilbert Spaces 2025 🔗 Voir
Sum of g-Frames in Hilbert C∗-Modules 2025 🔗 Voir
Optimizing Sowing Dates for Enhanced Growth and Development of Salvia hispanica L. in Western Morocco During the Spring Season 2025 🔗 Voir
Integral operator frames on Hilbert C∗-modules 2024 🔗 Voir
CONTROLLED CONTINUOUS K − g–FUSION FRAME IN HILBERT C∗–MODULES 2024 🔗 Voir
Stability of Radical Cubic Functional Inequality in Modular Spaces and Fuzzy Banach Space 2024 🔗 Voir
Douglas' Factorization Theorem and Atomic System in Hilbert Pro-C∗-Modules 2024 🔗 Voir
Some relations between continuous generalized frames 2024 🔗 Voir
Controlled continuous ∗-g-frames in Hilbert C∗-modules 2024 🔗 Voir
ON THE STABILITY OF RADICAL FUNCTIONAL EQUATION IN MODULAR SPACE 2024 🔗 Voir
GENERALIZED HYERS-ULAM STABILITY OF QUADRATIC FUNCTIONAL INEQUALITY IN MODULAR SPACES AND β-HOMOGENEOUS BANACH SPACES 2024 🔗 Voir
∗-Operator Frame for Hom(formula presented) 2024 🔗 Voir
Weaving continuous generalized frames for operators 2024 🔗 Voir
Construction of continuous K-g-Frames in Hilbert C*-Modules 2024 🔗 Voir
Stability of an additive-quadratic functional equation in modular spaces 2024 🔗 Voir
Continuous frame in Hilbert C∗ -modules 2023 🔗 Voir
Hyperstability of cubic functional equation in banach space 2023 🔗 Voir
K-Riesz bases and K-g-Riesz bases in Hilbert C*-module 2023 🔗 Voir
New fixed point theorems for (ϕ, F) -contraction on rectangular b-metric spaces 2023 🔗 Voir
Continuous Relay Fusion Frame in Hilbert Spaces 2023 🔗 Voir
New fixed point results for interpolative Kannan-Reich weak contractive mappings with applications 2023 🔗 Voir
Generalized Hyers-Ulam Stability of Additive Functional Inequality in Modular Spaces and β-Homogeneous Banach Spaces 2023 🔗 Voir
On Frames in Hilbert Modules Over Locally C*-Algebras 2023 🔗 Voir
GENERALIZED FUSION FRAMES WITH C*-VALUED BOUNDS 2023 🔗 Voir
Fixed point theorem for (φ, F)-contraction on C*-algebra valued partial metric spaces 2023 🔗 Voir
FIXED POINT THEOREMS IN QUASI-METRIC SPACES 2023 🔗 Voir
WEAVING OPERATOR FRAMES FOR B(H) 2023 🔗 Voir
New fixed point theorems for θ-φ-contraction on b-metric spaces 2023 🔗 Voir
Fixed Point Theorems for F −Contraction in Generalized Asymmetric Metric Spaces 2022 🔗 Voir
Continuous g-Frames with C∗ -Valued Bounds and Their Properties 2022 🔗 Voir
Controlled K − g−Fusion Frames in Hilbert C*−Modules 2022 🔗 Voir
SOME FIXED POINT THEOREMS FOR GENERALIZED KANNAN TYPE MAPPINGS IN RECTANGULAR b-METRIC SPACES 2022 🔗 Voir
Generalized Frames for B(H, K) 2022 🔗 Voir
K − g−Duals in Hilbert C∗−Modules 2022 🔗 Voir
Controlled Frame for Operator in Hilbert c ∗-Modules 2022 🔗 Voir
Some Properties of Controlled K-g-Frames in Hilbert C*-Modules 2022 🔗 Voir
Integral K-operator frames for B(H) 2021 🔗 Voir
Some Generalizations of Frames in Hilbert Modules 2021 🔗 Voir
K − g−FUSION FRAMES IN HILBERT C*−MODULES 2021 🔗 Voir
New Properties of Dual Continuous K -g-Frames in Hilbert Spaces 2021 🔗 Voir
Perturbation and Stability of Continuous Operator Frames in Hilbert C∗-Modules 2021 🔗 Voir
Fixed Point Theorems for Generalized θ-φ- Expansive Mapping in Rectangular Metric Spaces 2021 🔗 Voir
Controlled Continuous ∗ - K - G -Frames for Hilbert C∗ -Modules 2021 🔗 Voir
Controlled ∗ -Operator Frames on Hilbert C∗ -Modules 2021 🔗 Voir
∗-K-operator frame for End∗A(H) 2020 🔗 Voir
Hyperstability of the k -Cubic Functional Equation in Non-Archimedean Banach Spaces 2020 🔗 Voir
Fixed-Point Theorem for Nonlinear F -Contraction via w -Distance 2020 🔗 Voir
New Fixed Point Theorems for θ-φ -Contraction on Rectangular b -Metric Spaces 2020 🔗 Voir
θ-φ- Contraction on α,η- Complete Rectangular b- Metric Spaces 2020 🔗 Voir
Fixed-Point Theorems for θ-φ -Contraction in Generalized Asymmetric Metric Spaces 2020 🔗 Voir
Continuous -K-G-Frame in Hilbert C -Modules 2019 🔗 Voir