37 citations · 156 across the 27 of their papers we have counts for
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math.RT2015★ 1 cited
Finitistic dimension conjecture and radical-power extensions
Chengxi Wang, Changchang Xi
The finitistic dimension conjecture asserts that any finite-dimensional algebra over a field should have finite finitistic dimension. Recently, this conjecture is reduced to studyi…
math.RT2015★ 37 cited
Dominant dimensions, derived equivalences and tilting modules
Hongxing Chen, Changchang Xi
The Nakayama conjecture states that an algebra of infinite dominant dimension should be self-injective. Motivated by understanding this conjecture in the context of derived categor…