论文标题
具有较高抗动力和衍生物的单调性的一般性分数规则
Generalized fraction rules for monotonicity with higher antiderivatives and derivatives
论文作者
论文摘要
我们首先介绍单调性分数规则的通用版本，即涉及称为gromov定理的积分，而另一种涉及衍生物（称为l'hôpitalto sonotonicition的衍生物）的单调性，然后分别扩展到高阶抗抗激素和衍生物。
We first introduce the generic versions of the fraction rules for monotonicity, i.e. the one that involves integrals known as the Gromov theorem and the other that involves derivatives known as L'Hôpital rule for monotonicity, which we then extend to high order antiderivatives and derivatives, respectively.
