3 citations · 3 across the 3 of their papers we have counts for
4 papers
The Ingalls-Thomas Bijections
Mustafa A. A. Obaid, S. Khalid Nauman, Wafaa M. Fakieh +1
Given a finite acyclic quiver Q with path algebra kQ, Ingalls and Thomas have exhibited a bijection between the set of Morita equivalence classes of support-tilting modules and the…
Static subcategories of the module category of a finite-dimensional hereditary algebra
Mustafa A. A. Obaid, S. Khalid Nauman, Wafaa M. Fakieh +1
Let k be a field, let A a finite-dimensional hereditary k-algebra. We consider the category of all finite-dimensional A-modules. We are going to characterize the representation typ…
The numbers of support-tilting modules for a Dynkin algebra
Mustafa A. A. Obaid, S. Khalid Nauman, Wafaa M. Fakieh +1
The Dynkin algebras are the hereditary artin algebras of finite representation type. The paper exhibits the number of support-tilting modules for any Dynkin algebra. Since the supp…
Injective Morita contexts (revisited)
J. Y. Abuhlail, S. K. Nauman
This paper is an exposition of the so-called injective Morita contexts (in which the connecting bimodule morphisms are injective) and Morita contexts (in which the connecting bi…