piecewise differentiable function

精品项目网 2024-05-16 20:00:02

基本释义:

分段可微函数

网络释义

1)piecewise differentiable function,分段可微函数

2)piecewise continuously differentiable function,分段连续可微函数

3)differentiable function,可微分函数

4)non-differentiable function,不可微分的函数

5)continuously differentiable function,连续可微分函数

6)differentiable random function,可微分随机函数

用法和例句

piecewise continuous differentiable function

分段连续可微分函数

The function is continuously differentiable.

函数是连续可微分的。

implicit differentiation

隐函数微分,隐微分法

infinitely continuously derivable functio

无限次连续可微函数

Performance Analysis of Neural Network with Non-differentiable Activation Function

具有非可微激活函数的神经网络性能分析

A Sufficiency Improvement Differentials about the Function of Many Variables;

关于多元函数可微的充分条件的一点改进

an equation containing differentials of a function.

含有微分函数的方程。

To calculate the derivative or differential of(a function).

求…的微分计算导数或(函数的)微分

"According to the fundamental theorem of calculus, a definite integral can be calculated by using its antiderivative (a function whose rate of change, or derivative, equals the function Being integrated). "

根据微积分基本原理,利用函数的反导数可以算出定积分。

Piecewise Function,Integrability and Existence of Primitive Function

分段函数、函数的可积性与原函数存在性

" In calculus, the process of finding a function whose derivative is a given function. "

微积分中求导数为已知函数之函数的过程。

Normal Function Concerning Differential in Meromorphic Functions and Shared Values;

涉及亚纯函数微分多项式和分担值的正规函数

HENSTOCK INTEGRAL AND ITS CLASS OF INTEGRABLE FUNCTION;

HENSTOCK积分及其可积函数类

Differention and integral of function--Application of the generalized real numbers

函数的微分与积分——广义实数应用

On Research of characteristic Functions of differential polynomial of Meromorphic functions;

关于亚纯函数的微分多项式的特征函数的研究

Numerical Methods to Solve Partial Differential Equations Based on Spline Functions;

基于样条函数的偏微分方程数值解法

Some Improvement About Item-by-item Differential Theorem for Function Series;

关于函数项级数逐项微分定理的改进

The Properties of Solutions for a Certain Higher Order Differential Equations with Entire Coefficient;

一类整函数系数微分方程的解的性质

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