differentiable
「differentiable」的意思
adj. [数] 可微的；可辨的；可区分的
adj.可辨的,可区分的,可微的
「differentiable」的用法
differentiable可微的 - 在数学中，如果一个函数在某一点的导数存在，则该函数在该点是可微的。
「differentiable」的例句
The function is differentiable at x = 0.
函数在x = 0处可微。
Differentiability is a key concept in calculus.
可微性是微积分中的一个重要概念。
A function that is not differentiable at a point is said to have a discontinuity.
在某一点不可微的函数被称为有间断点的函数。
Differentiability implies continuity, but the converse is not necessarily true.
可微性意味着连续性，但反之不一定成立。
The derivative of a differentiable function represents the slope of the tangent line at any point.
可微函数的导数表示任何点处切线的斜率。
Differentiability is crucial for many applications in physics and engineering.
可微性对于物理学和工程中的许多应用至关重要。
A function that is not differentiable everywhere may still be continuous.
一个在所有地方不可微的函数可能仍然是连续的。
The concept of differentiability extends to functions of multiple variables.
可微的概念可以推广到多变量函数。
Differentiability is essential for optimization problems in economics and machine learning.
可微性对于经济学和机器学习中的优化问题至关重要。
A function that is not differentiable at a point may have sharp corners or cusps.
在某一点不可微的函数可能有尖角或尖端。