1) converse proposition of Desargues
Desargues逆命题
1.
On the converse proposition of Desargues with projective geometry;
用射影几何方法探讨Desargues逆命题
2) Desargues proposition
Desargues命题
1.
By Desargues proposition and Desargues converse proposition, we can prove the problem of three point sharing one line and three line sharing one point; by the application of this two propsition, we can solve the problem of trajectory and fixing point and plotting.
由Desargues命题和Desargues逆命题证明了三点共线或三线共点的问题。
3) 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。
4) converse proposition
逆命题
1.
On the converse proposition of higher order differential mean value theorem;
关于高阶微分中值定理的逆命题
2.
A converse proposition of the sequence form of Stolz theorem and its generalizations
Stolz定理数列形式的一个逆命题及其推广
3.
In this article we give a method that proves a converse proposition about differential theorem of mid-value.
出了微分中值定理的一个逆命题,并利用函数y=sinx进行了验证。
5) Inverse negative proposition
逆否命题
6) reverse proposition
逆向命题
补充资料：小逆
小逆 小逆 出《伤寒论》。在治疗上犯了较小的差错。
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