Shunhua Zhang
Published 2015-03-18Version 1
Let $A$ be a finite dimensional algebra over an algebraically closed field $k$. We investigate the structure properties of the endomorphism algebras of semi-tilting $A$-modules, and prove that the endomorphism algebras arising from the mutations of semi-tilting $A$-modules can be realized as the endomorphism algebras of BB-tilting modules.
The geometry of uniserial representations of finite dimensional algebras III: Finite uniserial type
Co- Versus Contravariant Finiteness of Categories of Representations
Algebras of finite global dimension
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