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2014 Papars
Inner amenability of locally compact quantum groups
Strongly Amenable Representations of Involutive Banach Algebras
Common fixed point properties and amenability of a class of Banach algebras
On the maximal and minimal Left ideals of certain Banach algebras on locally compact groups
The strong dual of measure algebras with certain locally convex topologies
Character contractibility of Banach algebras and homological properties of Banach modules
Strict topology as a mixed topology on Lebesgue spaces
Homological properties of certain Banach modules over group algebras
On homological properties for some modules of uniformly continuous functions
A fixed point properties characterizing inner amenable locally compact semigroups
42A Harmonic Analysis on Euclidean Spaces
47B Special Classes of Linear Operators
The 2nd Seminar on Harmonic Analysis
Dr. Farid Bahrami