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Rocky Mountain Journal of Mathematics, 19 , 4, (1989),pp 1043-1058. http://rmmc.asu.edu/rmj/rmj.html

Abstract

By assuming the set-theoretic hypothesis V = L we show that, for a large class of rings R, there exist, for any regular not weekly compact cardinals K, strongly k-cyclic mixed R-modules having endomorphism algebra isomorphic to the split extension of the R-algebra A by the ideal of bounded endomorphism provided A is free qua R-module and K./Az/

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