By Doran R., Dou Z.-L., Gilbert G. (eds.)
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During this paper, we talk about a dating among illustration conception of graded self-injective algebras and that of algebras of finite international measurement. For a definitely graded self-injective algebra A such that A"0 has finite international measurement, we build varieties of triangle-equivalences. First we exhibit that there exists a triangle-equivalence among the reliable type of Z-graded A-modules and the derived classification of a definite algebra @C of finite international measurement.
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