[数]可微函数

differential equation───[数]微分方程

differentiable manifold───[数]可微分流形

differential equations───微分方程

differentiable manifolds───[数]可微分流形

different direction───不同的方向

differential pricing───差别定价

differential tone───差分音

As aspecial case , the viability of epigraph of a sub - differentiable function is discussed.───最后讨论了次可微函数上图的生存性问题.

type of continuous and Non-differentiable Function is studied, its characteristics and essence are revealed, and its condition of construction is presented.───一类连续但不可导函数进行研究，揭示其特点和本质，并给出其构造条件。

In this paper an interval iterative method is given for seeking the global maximum of a second order differentiable function.───本文就二次可微函数类给出一类求大范围极值的区间迭代方法。

He first discussed his example of a continuous non differentiable function.───他首先讨论了其连续不可微函数的例子。

Discussion on periodicity of periodic and differentiable function───周期函数导数的周期性探讨

An continuous and non-differentiable function defined by quinary decimal and extending───一个五进位制小数下的连续不可微函数及推广

The First-Kind Submanifold of Infinite Differentiable Function───一类无穷次可微函数的子流形

The Momotomicity of Non-differentiable Function───一类不可导函数的单调性

It was proved that in infinitely differentiable function class non-hydrostatic perfect elastic equations set is stable.

In this paper an interval iterative method is given for seeking the global maximum of a second order differentiable function.

For functions of them , the delta method implies the following result, proved in Section 14.1.4:Let denote a differentiable function of , with sample value for a multinomial sample.

An exact integral expression of finite sum of sequence of a continuously differentiable function has been given, which can be used in approximate calculation with arbitrary accuracy.

By very elementary method, it is proved that every continuous differentiable function defined in a perfect set has differentiable extension.

As aspecial case , the viability of epigraph of a sub - differentiable function is discussed.

It is also proved as application that any bounded variation function can be seen as a differentiable function beside a set of arbitrary small measure.