Title of article :
Generalized Notions of Amenability for Some Classes of lp-Munn Algebras
Author/Authors :
Shariati Gazgazareh ، Nasrin Department of Mathematics - University of Kurdistan , Naseri ، Saber Department of Mathematics - University of Kurdistan , Ghaderi ، Eghbal Department of Mathematics - University of Kurdistan , Sahami ، Amir Department of Mathematics - Faculty of Basic Sciences - Ilam University
Abstract :
In this paper, we show that a matrix algebra LMp I (C) is pseudo-contractible if and only if I is finite. In addition, for each non-empty set I , we show that LMp I (C) is always pseudo-amenable. Amenability, approximate biprojectivity and approximate biflatness of upper triangular algebras with respect to LMp I (C) are discussed here, where 1 ≤ p ≤ 2.
Keywords :
Pseudo , amenability , Pseudo , contractibility , lp , Munn algebras , Upper triangular algebra
Journal title :
Bulletin of the Iranian Mathematical Society
Journal title :
Bulletin of the Iranian Mathematical Society
