continuous-differential function

基本解释连续可微函数

网络释义

1)continuous-differential function,连续可微函数2)continuous non-differentiable function,连续不可微函数3)continuously differentiable function,连续可微分函数4)nowhere differentiable continuous function,无处可微连续函数5)Bush continuous and non-differentiable function,Bush连续不可微函数6)piecewise continuously differentiable function,分段连续可微函数

用法和例句

Some suggestions for executing this method are presented,graphical results of nowhere differentiable continuous function are shown.

对此,阐明了一些有效的建议,并给出了无处可微连续函数的图示结果。

It is presented in this paper that the iterated function system and series expam-sion of Bush continuous and non-differentiable function are found.

本文对用递推关系确定的Bush连续不可微函数,找出了迭代函数系(IFS),从而得到它的级数表达式和所具有的自仿射分形的有关性质。

infinitely continuously derivable functio

无限次连续可微函数

The function is continuously differentiable.

函数是连续可微分的。

piecewise continuous differentiable function

分段连续可微分函数

Not all continuous functions are differentiable.

不是所有的连续函数都是可微的。

He first discussed his example of a continuous nondifferentiable function.

他首先讨论了其连续不可微函数的例子。

Hausdorff Dimension of A Continuous and Non-differentiable Function Defined by Septenary Decimal;

一个七进位制小数定义的连续不可微函数的Hausdorff维数

A Note To Gateaux Differentiability Of Convex Continuous Function On Banach Space;

Banach空间中连续凸函数的Gateaux可微性的一个注记(英文)

The Uniform(R)Integrability of A Sequence of Equicontinuous Function;

等度连续的函数列的一致(R)可积性

Some Sufficient Condition on Monotonicity and Differentiaability of Continuous Function;

连续函数单调性与可导性的充分条件

About decision theory of function′s uniformly continuous

关于可导函数一致连续性的判定定理

A Method Proving the Integrablity of the Continuous Function Riemann

连续函数Riemann可积的一种新证法

We can, with a little ingenuity, find a continuous function.

只要我们稍微动点脑筋,就能打出一个连续函数。

Derivative Properties of Bernstein Polynomials for Discontinuous Functions with Two Variables

二元不连续函数的伯恩斯坦多项式的微分性质

The Solution of the Continuance Linear Differential Equation that Coefficient Contain Four Number of Times Function;

四次函数连续性线性微分方程的解法及其推广

This course consists of several major parts, such as Functions, Limits and Continuity, The Derivative, Integration and Ordinary Differential Equation.

课程内容包括函数、限与连续、元函数微分学、元函数积分学和常微分方程等几大板块。

A Simple Proof for the Existence of Continuous Utility FunctionAn Application of Countable Dense Set;

利用可数稠密集证明连续效用函数存在性

discontinuous approximation

对不连续函数的近似解

On the Continual Function of Lipschitz in the Interval;

在区间上Lipschitz连续的函数

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