1) range deception
距离伪装
2) pseudo-metric
伪距离
1.
In this paper,we obtain the truth degree expression of the pseudo-metric in two-valued propositional logic,which is based on the truth degree.
笔者以公式真度为基础,给出了二值命题逻辑中与有限理论的结论集相关的伪距离真度表示式;证明了近似推理中两类误差不大于ε的结论的等价性;讨论了有限理论的误差不大于ε结论在逻辑运算下的基本性质。
2.
Moreover,a pseudo-metric on the set of propositions is defined by means of the concept of truth degrees of propositions and this make it possible to develop approximate reasoning in n-valued propositional logic.
基于均匀概率空间的无穷乘积,在n值Lukasiewicz逻辑系统中引入命题的α-真度理论,给出了一般真度推理规则;利用命题的α-真度定义了命题间的α-相似度,进而导出命题集上的一种伪距离,使得在n值命题逻辑系统中展开近似推理成为可能。
3.
It is proved that difference degree ρ is a pseudo-metric on F(S).
进一步在L的全体公式集F(S)上定义了公式之间的差异度概念,ρ证明了差异度ρ即是F(S)上的伪距离,并讨论了伪距离空间(F(S),ρ)的一些性质。
3) pseudo-distance
伪距离
1.
Similarity degree and pseudo-distance in propositional logic S_3;
标准序列逻辑系统S_3中的相似度及伪距离
2.
Improved similarity degree and pseudo-distance in a class of n-valued propositional logic;
一类n值命题逻辑系统中改进的相似度及伪距离
3.
Similarity Degree and Pseudo-distance in Two Special Logical Systems G_n and Π_n;
两个特殊逻辑系统G_n和Π_n中的相似度与伪距离
4) Γ-pseudo metric
Γ-伪距离
1.
Meanwhile the definitions of Γ-similarity and Γ-pseudo metric are also achieved along with the truth degree expression of the Γ-pseudo metric.
以基本真度为基础,给出二值命题逻辑系统中公式基于前提信息的Γ-真度概念,由此定义公式的Γ-相似度和Γ-伪距离;并给出Γ-伪距离的真度表示式,以此为基础讨论了理论的基于前提信息Γ的误差不大于ε的结论在逻辑运算下的基本性质,为研究基于前提信息的近似推理问题提供数值化工具和方法。
5) ρΓ-pesdo-metric
ρΓ-伪距离
6) pseudometric
伪距离
1.
Theory of calculus similar degree, pseudometric and approximating reasoning in Calculus semantics;
积分语义学中的积分相似度、伪距离与近似推理理论
2.
Calculus similar degree and pseudometric in calculus semantics;
积分语义学中的积分相似度与伪距离
补充资料：战役伪装(见伪装)
战役伪装(见伪装)
campaign camouflage
盆罢盘鉴，zhuQng.叹供脚衣气camPalgn camoutlage)见伪装。
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