1) L Hospitals rule
罗比达法则
1.
L Hospitals rule and Darboux s theorem are extended from differential calculus to the condition of Dini derivativ
把微分学中的罗比达法则与达布定理推广到了含有Dini导数的函数的情形。
2.
As a good rule in seeking limit,L Hospitals rule can speed up the solution of a question.
罗比达法则是求极限的一种适用方法,在解决某些求极限问题时,可以加快解题的速度。
2) Lobida Law
罗彼达法则
1.
This paper offers two new methods of proving a most important limit formula lim from (n→∞)(1+(1/n))~n=e,by means of the Lobida Law and the economic implication of derived number knowledge.
利用导数知识的经济意义和罗彼达法则,给出了重要极限公式limn→∞1+1nn =e的两种新证法。
3) l'H(o|^)pital's rule
罗比特法则
6) scaling law
比例法则
补充资料：比罗达
【比罗达】
（人名）Vira-datta，长者名。译曰威施。见菩萨修行经。
（人名）Vira-datta，长者名。译曰威施。见菩萨修行经。
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