| Morita Context Ring with a Pair of Zero Homomorphisms (II) |
| Received:July 11, 2006 Revised:January 17, 2007 |
| Key Words:
Morita Context ring semiclean ring Morphic ring exchange ring Potent ring.
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| Fund Project:The National Natural Science Foundation of China (10471055). |
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| Abstract: |
| Let $(A,B,V,W,\psi,\phi)$ be a Morita Context with a pair of zero homomorphisms and $C =\left ( \begin{array} {cc}A & V \\W & B \end{array}\right )$ the corresponding Morita Context ring. This paper deals with the relations between $C$ and $A, B,V,W$ on $\pi$-regular, semiclean, morphic propenties and exchange, potent, GM properties of rings. |
| Citation: |
| DOI:10.3770/j.issn:1000-341X.2007.04.005 |
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