MORITA DUALITY AND INTERMEDIATE TRIANGULAR EXTENSIONS

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概要

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• "Let ＄R￥leq T￥leq S＄ be ring extensions such that ＄R￥leq S＄ is a finite triangular extension. Let ＄RE＄ be a left R-module. If ＄R＄ has a Morita duality induced by ＄RE＄ then ＄T＄ has a Morita duality induced by ＄r^{Hom_{R}(T},＄ ＄E＄ )."

• Yokohama City Universityの論文
• 1989-00-00

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