论文标题
根据在有界间隔上定义的真实函数连续衍生物的绝对值的最大值
On the infimum of the absolute value of successive derivatives of a real function defined on a bounded interval
论文作者
论文摘要
对某些函数的较高衍生物的最小绝对值的最大比率的研究，该功能定义为有界间隔，与函数的l p-norm。
A study of the greatest possible ratio of the smallest absolute value of a higher derivative of some function, defined on a bounded interval, to the L p-norm of the function.
