广义转置的等价性

The Equivalency of Generalized Transpose

设R是左和右诺特环,本文引进了addω-等价的概念,证明了相对于忠实平衡自正交双模RωR的转置是addω-等价的,得到了这种转置的一些基本性质.推广了[1]和[11]的相应结果.

Let R be a left and right noetherian rings show that the transpose （with respect to RωR ）of a obtained, we give some properties of the transpose and RωR a faithfully balanced selforthogonal bimodule. We module is addω- equivalent. As applications of the results