Computer Engineering and Applications ›› 2008, Vol. 44 ›› Issue (9): 61-63.
• 理论研究 • Previous Articles Next Articles
WANG Qing-ping,ZHENG Hong-xia,ZHANG Xing-fang
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王庆平,郑红霞,张兴芳
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Abstract: In the paper,we prove IIP system is logic system to handle the family of continuous t-norms Tp-II and their family of residua implication operators Rp-II,the equivalency of syetem IIP and II is proved.Triple I Method and α-Triple I Method under the family of implication operators Rp-II are discussed,this can raise the credibility of reasoning result.
Key words: IIP system, family of implication operators Rp-II, triple I method, α-triple I method
摘要: 证明了系统IIP是基于连续三角模族Tp-II及其伴随蕴涵算子族Rp-II的逻辑系统,并证明了系统IIP与系统II是等价的。在此基础上给出了基于蕴涵算子族Rp-II的三I算法与α-三I算法,这将有助于提高模糊推理的可靠性。
关键词: 系统IIP, 蕴涵算子族Rp-II, 三I算法, α-三I算法
WANG Qing-ping,ZHENG Hong-xia,ZHANG Xing-fang. Triple I Method and α-Triple I Method with Parametric IIP System[J]. Computer Engineering and Applications, 2008, 44(9): 61-63.
王庆平,郑红霞,张兴芳. 参数IIP系统的三I算法与α-三I算法[J]. 计算机工程与应用, 2008, 44(9): 61-63.
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