1) mutually inverse general proposition
互逆一般命题
2) universal proposition
一般命题
3) mutually inverse implicational proposition
互逆蕴涵命题
1.
Likewise,in mutually-inversistic logic,the two conjuncts of the antecedent of a mutually inverse implicational proposition are two curved surfaces, and their conjunction is a spatial curve.
与此类似,在互逆主义逻辑中,互逆蕴涵命题前件的两个合取支为两个曲面,它们的合取为空间曲线,若后件所表示的曲面恰为或真包含该空间曲线的投影柱面,则该互逆蕴涵命题成立,否则不成立。
4) mutually inverse special proposition
互逆特殊命题
5) Reverse General Center Location Problem
逆一般中心选址问题
6) inverse proposition
逆命题
1.
On the basis of analyses that an integral operation is the inverse operation of a differential operation, we propose an inverse proposition for differential properties of inverse function and two theorems with a corollary.
在分析了积分法是微分法逆运算的基础上，提出了反函数微分性质的逆命题，由此得到两个定理和一个推论。
2.
And the inverse propositions were also considered.
通过对代数学中矩阵、多项式、向量组等概念的有关命题的部分条件及其逆命题进行分析,对于非充分必要条件的命题给出反例,从而说明在代数学中定理的条件是完备的。
3.
It s very complicated to work out the quadratic curve inverse proposition in the elementary.
用初等方法解决二次曲线的逆命题问题非常复杂,而应用克莱罗方程就能方便地解决此问题,此方法简便、高效。
补充资料：提婆五逆与三逆
【提婆五逆与三逆】
（故事）(参见：五逆)
（故事）(参见：五逆)
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