Skip to main content
خانه
People
Isfahan University of Technology

Finding Contents or People

Dr. Sima Soltani
Dr. Mehdi Nemati
Cohomological characterizations of character pseudo-amenable Banach algebras
Ergodic characterizations of character amenability and contractibility of Banach algebras
On φ-contractibility of the Lebesgue-Fourier algebra of a locally compact group
The dual of semigroup algebras with certain locally convex topologies
Fixed point characterization of left amenable Lau algebras
Ergodic theoretic characterization of left amenable Lau algebras
SOME HOMOLOGICAL PROPERTIES OF FOURIER ALGEBRAS ON HOMOGENEOUS SPACES
Invariant means and multipliers on convolution quantum group algebras
Multiplier completion of Banach algebras with application to quantum groups
Asymptotic formulae and inequalities for point spectrum in max algebra
BSE-Property for Some Certain Segal and Banach Algebras
On generalized notions of amenability and operator homology of the Fourier algebra
Multi-bounded sets and amenability for a class of Banach algebras

Pagination

  • First page « First
  • Previous page ‹‹
  • …
  • Page 13
  • Page 14
  • Page 15
  • Page 16
  • Page 17
  • Page 18
  • Page 19
  • Page 20
  • Page 21
  • …
  • Next page ››
  • Last page Last »

Main navigation

  • Login
  • Manual
  • University Home Page
  • Home
  • Index

Provided by Information Technology Manager of Isfahan University of Technology (https://it.iut.ac.ir)

Support and send ticket

تحت نظارت وف بومی