1) Dual Form of Triple I Method
对偶三Ⅰ算法
2) Triple Ⅰ Method
三Ⅰ算法
1.
Analytical Restriction Degree of Triple Ⅰ Method and Reverse Triple Ⅰ Method for Fuzzy Reasoning Based on Parametric Kleene's Implication Operator θ_p
基于蕴涵算子θ_p模糊推理的三Ⅰ与反向三Ⅰ算法的约束度分析
3) dual algorithm
对偶算法
1.
A dual algorithm for the time-varying shortest path problem with no waiting time constraints;
时变网络中零等待时间最短路问题的一个对偶算法(英文)
2.
After demonstrating the feasibility of using the dual algorithm for general linear programming to solve this model,we get an effective algorithm.
通过论证用一般线性规划的对偶算法求解本模型的可行性，使得该模型的求解问题迎刃而解。
3.
We prove that there exists a threshold such that the sequence of primal-dual iterate points generated by dual algorithm basing on the nonlinear Lagrangian locally converges to a minimizer if the penalty parameter is lower than the thresh- old.
本文提出了一个求解不等式约束优化问题的非线性Lagrange函数,并构造了基于该函数的对偶算法。
5) Triple Ⅰ Sustaining method
三Ⅰ支持算法
1.
Fuzzy Reasoning Triple Ⅰ Sustaining Method Based on Family of Implication Operator L-λ-G;
基于蕴涵算子族L-λ-G的模糊推理三Ⅰ支持算法
2.
Family R_λ -L∏GN of implication operator and its Triple Ⅰ sustaining method
蕴涵算子族R_λ-L∏GN及其三Ⅰ支持算法
3.
Fuzzy reasoning Triple Ⅰ sustaining method with family of implication operator G-λ-Π
蕴涵算子族G-λ-Π的模糊推理三Ⅰ支持算法
6) α-reverse triple I method
α-反向三Ⅰ算法
1.
Maximum fuzzy entropy principle are given to interpret and improve the α-reverse triple I methods for fuzzy reasoning,α-reverse triple I methods for fuzzy reasoning based on maximum fuzzy entropy principle are proposed.
用模糊熵来度量模糊推理结果的模糊程度,并用极大模糊熵原则对模糊推理α-反向三Ⅰ算法做进一步解释和改进,提出了基于极大模糊熵原理的模糊推理α-反向三Ⅰ算法,讨论了FMP和FMT问题的模糊熵α-反向三Ⅰ支持算法解的存在条件,研究了α-反向三Ⅰ解与模糊熵α-反向三Ⅰ解的关系,获得了几个常见蕴涵算子的FMP问题与FMT问题的模糊熵α-反向三Ⅰ解的计算公式。
补充资料：对偶
修辞方式，用对称的字句加强语言的效果。如：下笔千言，离题万里。沉舟侧畔千帆过，病树前头万木春。参看〖律诗〗、〖骈文〗。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条