模式矩阵的理论研究Ⅱ:同类标准型有关理论
RESEARCH ON THE SCHEMA MATRIX THEORY (Ⅱ):THEORY ABOUT THE SAME-CLASS STANDARD TYPE
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摘要: 在文献[1]的基础上,讨论了各类Jordan块与同类块、同类属性、同类标准型的关系。详细证明了超类Jordan块对应属性同类的充要条件,系统地研究了同类标准型的有关理论。Abstract: On the basis of 1,the relations among each class of Jordan block and the same-class block, the same-class attribute,and the same-class standard type are discussed in this paper. The full and necessary condition,under which the attributes corresponding to super-similar Jordan block belong to the same-class,is proved in details,and the theory about the same-class standard type is studied systematically.
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