And the generalized Schwarz inequality for complex Riesz homomorphism is obtained as well as some useful corollaries. Finally, complex orthomorphism which is intimate with complex f - algebra is fully studied.
证明了复Riesz同态满足推广的Schwarz不等式，并得到相关的有用推论。最后，研究了和复f-代数密切相关的一类算子：复正交射。
In Chapter one of the thesis, we firstly review the definitions and properties of the orthomorphism permutation and maximal linear orthomorphism permutation on F_2~n.
论文的第一章首先回顾了F2~n上的正形置换和最大线性正形置换的定义及性质。
But the orthomorphism permutation theory was discussed in binary field.
这些正形置换理论是在二元域上讨论的。
In Chapter one of the thesis, we firstly review the definitions and properties of the orthomorphism permutation and maximal linear orthomorphism permutation on F_2 ~ n.
论文的第一章首先回顾了F2~n上的正形置换和最大线性正形置换的定义及性质。