Research on the structure identification of fuzzy controller ' s rules based on the limiting structure theorem 一種基于極限理論的模糊控制器規(guī)則結(jié)構(gòu)的研究
Relative hopf modules are generalizations of hopf modules . in this paper , we discuss the structures of two kinds of relative hopf modules in yetter - drinfeld category , and we will give the fundamental structure theorem 相關(guān)hopf模是一般hopf模的推廣,本文主要討論yetter - drinfeld范疇上的兩類相關(guān)hopf模的結(jié)構(gòu)及其基本結(jié)構(gòu)定理。
14 gallo g , mishra b . efficient algorithms and bounds for wu - ritt characteristic sets . effective methods in algebraic geometry , progress in mathematics , 1991 , : 119 - 142 . 15 gao x s , chou s c . a zero structure theorem for differential parametric systems 本文簡(jiǎn)要介紹了代數(shù)方程組的特征列方法及其在幾何定理機(jī)器證明發(fā)現(xiàn)與含參數(shù)代數(shù)方程求解中的應(yīng)用,進(jìn)一步給出了基于特征列方法代數(shù)閉域上的一階邏輯公式的判定算法。
In section 5 , we change the conditions of important theorems which are in section 3 and 4 . we prove that the fundamental structure theorem still hold if a is a hopf algebra , and b a cleft comodule algebra or if a is a hopf algebra , and c a cocleft module coalgebra 第5節(jié)主要將第3 , 4節(jié)主要定理的條件改變,分別討論當(dāng)a是hopf代數(shù), b是cleft余模代數(shù)時(shí);和a是hopf代數(shù), c是cleft模余代數(shù)時(shí),基本結(jié)構(gòu)定理仍然成立。