… dimension, even when the dominant dimension is equal to one. We call an algebra with finitistic
dimension equal to … But since B is an endomorphism ring of a generator-cogenerator, its …

… the finitistic dimension of a properly stratified algebra having … dimension of the characteristic
tilting module. As a corollary, we get that the global dimension of a quasi-hereditary algebra …

… between a given ring and the endomorphism ring of a finitely … of the given ring and the
endomorphism ring of the large tilting … we consider the finitistic dimensions of algebras arising from …

… algebra and e an idempotent element in A. In this paper, we use co-homological conditions
on A to control the finitistic dimension … Let Λ be the endomorphism algebra of the module M = …

… module T such that the endomorphism algebra End Λ ( T ) is … projective finitistic dimension
of a standardly stratified algebra … the global dimension of a quasi-hereditary algebra is 2 n - 2 . …

… finitistic dimension of left artinian rings A with vanishing radical cube. These bounds on fin
dim A, the supremum of the projective dimensions … a nilpotent endomorphism of G,(A). Linear …

… finitistic dimension conjectures. Motivated by the fact that finitistic dimensions of an algebra
can alternatively be computed by Gorenstein projective dimension, we examine in this work …

… available to detect algebras of finite finitistic dimension. It seems … finiteness of finitistic
dimensions for general algebras or even … dimensions of the endomorphism algebras of modules. …

… endomorphism ϕ. This was a first indication of the important role that ϕ would play in homological
commutative algebra… it gives a finitistic criterion for finite projective dimension. Koh and …

… In this paper, Λ stands for an Artin algebra that we will assume to be basic. Since we … algebra
(1 − e)Λ(1 − e), which will be denoted by Γ. In other words, Γ is the endomorphism algebra …