Applied Functional Analysis Team PDF Print E-mail
Thursday, 22 April 2010 16:25

 Applied Functional Analysis Team

MAIN RESEARCH INTERESTS:

From Linear Operators to Convex Functionals
Operator Means, Functional Means
Standard Means by Convex View-Point
Operator and Functional Inequalities
Shorted Functional, Functional Entropies
Point-Wise Topology in Convex Analysis
Hermite-Hadamard Inequality for Operator and Functional Valued Maps
Differentiability Types of the Duality Map
Approximation by Algorithmic Analysis
Continued Fractions with Operator Arguments
Lyaponov and Riccati Equations via Convex Approach
Mean Theory in Set-Valued Analysis
Cross-Norms and Functional Tensor Products
Saint-Venant Problem in Nonlinear Elasticity.

 

 

Mustapha Raıssouli

Moulay Ismail University, Morocco

Operator and Functional Means

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Iqbal H. Jebril

King Faisal University, Saudi Arabia

Operator and Functional Means

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Mohamed Chergui

Moulay Ismail University, Morocco

Intermediary Functional Means in Convex Analysis

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Aouatef El Biari

Mohamed V University, Morocco

Stability and Sub-differentiability of Functional Means

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Ali Kacha

Ibn Tofail University, Morocco

Convergence of Continued Fractions with Operator Arguments

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Salah Salhi

Sidi Mohamed Ben Abdellah University, Morocco

Continued Fraction Expansions for Geometric Operator Means

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Hanane Bouziane

Moulay Ismil University, Morocco

Extensions of some Notions from Positive Operators to Convex Functionals

 

Fatima Leazizi

Moulay Ismail University, Morocco

Operator Means with several variables descending from Iterative Algorithms

 

Feras M. Al Faqih

King Faisal University, Kingdom of Saudi Arabia

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Hemen Dutta

Department of Mathematics, A.D.P. College (Gauhati University), Nagaon-782002, Assam, India

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SYED ABBAS

Indian Institute of Technology Kanpur, India

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