论文标题
有限deloop的左右对称性
Left-right symmetry of finite delooping level
论文作者
论文摘要
Delooping Level supenture对于所有Artin代数都持有，并且仅当对于所有Artin代数而言，代数的Delooping级别是有限的，这意味着其相反的代数的Delooping级别也是有限的。
The delooping level conjecture holds for all Artin algebras if and only if, for all Artin algebras, the delooping level of an algebra being finite implies that the delooping level of its opposite algebra is also finite.
