[PDF][PDF] ϕ-INJECTIVITY AND CHARACTER INJECTIVITY OF BANACH MODULES
M Essmaili, M Fozouni, J Laali - 2016 - scientificbulletin.upb.ro
In this paper, some homological notions of Banach A-modules such as ϕinjectivity, 0-
injectivity and character injectivity are discussed, where ϕ is a non-zero multiplicative linear …
injectivity and character injectivity are discussed, where ϕ is a non-zero multiplicative linear …
Generalized injectivity of Banach modules
M Fozouni - arXiv preprint arXiv:1502.04506, 2015 - arxiv.org
In this paper, we study the notion of $\phi $-injectivity in the special case that $\phi= 0$. For
an arbitrary locally compact group $ G $, we characterize the 0-injectivity of $ L^{1}(G) $ as a …
an arbitrary locally compact group $ G $, we characterize the 0-injectivity of $ L^{1}(G) $ as a …
Character injectivity and projectivity of Banach modules
R Nasr-Isfahani, SS Renani - Quarterly Journal of Mathematics, 2014 - ieeexplore.ieee.org
Let be a Banach algebra and let φ be a non-zero character on. We introduce and study the
notions φ-injectivity and φ-projectivity for Banach-modules ℰ by modifying the injectivity and …
notions φ-injectivity and φ-projectivity for Banach-modules ℰ by modifying the injectivity and …
Character contractibility of Banach algebras and homological properties of Banach modules
R Nasr-Isfahani, SS Renani - Studia Mathematica, 2011 - infona.pl
Let 𝓐 be a Banach algebra and let ϕ be a nonzero character on 𝓐. We give some necessary
and sufficient conditions for the left ϕ-contractibility of 𝓐 as well as several hereditary …
and sufficient conditions for the left ϕ-contractibility of 𝓐 as well as several hereditary …
Projectivity of Certain Banach Modules Related to a Locally Compact Group
M Dashti, S Soltani Renani - Iranian Journal of Science, 2023 - Springer
Let A be a Banach algebra and let ϕ be a nonzero character on A. For a locally compact
group G, let the group algebra L 1 (G) be a closed two-sided ideal in A. In this paper, we aim …
group G, let the group algebra L 1 (G) be a closed two-sided ideal in A. In this paper, we aim …
[PDF][PDF] Approximately Injectivity for Banach modules
A Mahmoodi - MATHEMATICAL SCIENCES, 2011 - sid.ir
Approximately Injectivity for Banach modules Page 1 www.SID.ir Archive of SID Mathematical
Sciences Vol. 5, No. 4 (2011) 369-380 Approximately Injectivity for Banach modules Amin …
Sciences Vol. 5, No. 4 (2011) 369-380 Approximately Injectivity for Banach modules Amin …
Module bundles and module amenability
T Hill, D Robbins - Acta et Commentationes …, 2021 - digitalrepository.trincoll.edu
Let X be a compact Hausdorff space, and let {Ax: x∈ X} and {Bx: x∈ X} be collections of
Banach algebras such that each Ax is a Bx-bimodule. Using the theory of bundles of Banach …
Banach algebras such that each Ax is a Bx-bimodule. Using the theory of bundles of Banach …
Hereditary properties of character injectivity with applications to semigroup algebras
M Essmaili, M Fozouni, J Laali - Annals of Functional Analysis, 2015 - projecteuclid.org
In this paper, we investigate the notion $\phi $-injectivity for Banach $ A $-modules, where
$\phi $ is a character on $ A. $ We obtain some hereditary properties of $\phi $-injectivity for …
$\phi $ is a character on $ A. $ We obtain some hereditary properties of $\phi $-injectivity for …
[PDF][PDF] Homological Properties of Banach Modules on Homogeneous Spaces
MH Sattari, V Yousefiazar - Journal of Mathematical Extension, 2022 - ijmex.com
Let G be a locally compact group and H be a compact subgroup of G. The aim of this paper
is to characterize some homological properties of L1 (G/H), C0 (G/H) and M (G/H) as left …
is to characterize some homological properties of L1 (G/H), C0 (G/H) and M (G/H) as left …
[PDF][PDF] Banach modules over Banach algebras
AWM Graven - 1974 - repository.ubn.ru.nl
This thesis is concerned with Banach spaces which are modules over Banach algebras. If A
is a Banach algebra, then by a left (right) Banach A-module we mean a Banach space, V …
is a Banach algebra, then by a left (right) Banach A-module we mean a Banach space, V …
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