What is the translation of " A CONTINUOUS FUNCTION " in Chinese?

• 一个连续函数

Examples of using A continuous function in English and their translations into Chinese

This is a continuous function of x.
其中均为x的连续函数。

Hence, f{\displaystyle f} is a continuous function.
那么f{\displaystylef}就是一个连续的函数。

F is a continuous function.
那么f{\displaystylef}就是一个连续的函数。

However, a measurable function is nearly a continuous function; see Luzin's theorem.
然而，可测函数几乎是连续函数；参见卢辛定理。

A continuous function on the interval[a, b].
函数在闭区间[a，b]上连续.

Let f: X→ Y be a continuous function.
设f:X→Y是连续函数。

X is perfectly normal if any two disjoint closed sets are precisely separated by a continuous function.
X是完美正规空间，如果任何两个不相交闭集可以由函数完全分离的。

Thus, f is a continuous function.
因此f是连续的实函数。

The Lipschitz continuous condition restrains the maximum rate of change of a continuous function.
Lipschitz连续条件限制了一个连续函数的最大局部变动幅度。

Delta f(u) is a continuous function of u.
其中fu，）u的连续函数。

This is an example of regression analysis because the regression model constructed will predict a continuous function(or ordered value.).
这是一个回归分析的例子，因为所构造的模型将预测一个连续函数（或有序值）。

So now it is a continuous function(does not include the"hole").
所以它现在是个连续函数（不包括"缺口"）.

The management of the Archives of the International Criminal Tribunals will be a continuous function of the Mechanism throughout its mandate.
管理国际刑事法庭的档案将是余留机制在整个任务期间的一项连续性职能。

Let f: X→ Y be a continuous function and suppose Y is Hausdorff.
设f:X→Y是连续函数并假定Y是豪斯多夫空间。

The management of the Archives of the International Criminal Tribunals will be a continuous function of the Mechanism throughout its mandate.
信息和通信技术档案管理将是余留机制在整个任务授权期间的一项连续性职能。

It is possible to construct a continuous function satisfying the Cauchy- Riemann equations at a point, but which is not analytic at the point(e.g., f(z)= z5/|z|4).
可以构造在一点满足柯西-黎曼方程的连续函数，但它不在该点解析（譬如，f(z)=z5/|z|4）。

We say that x and y can be separated by a function if there exists a continuous function f: X→(the unit interval) with f(x)= 0 and f(y)= 1.
我们称x和y可以由函数分离，如果存在连续函数f:X→(单位区间)带有f(x)=0和f(y)=1。

Extreme value theorem tells us that a continuous function must obtain absolute minimum and maximum values on a closed interval.
极值定理说一个连续函数在有界闭集上才会有最大值和最小值。

The alternative is a continuous distribution, which is characterized by a CDF that is a continuous function(as opposed to a step function)..
另一种分布是连续分布（continuousdistribution），它的特点是其CDF是一个连续函数（跟阶跃函数完全不同）。

Therefore, g is a continuous function.
因此f是连续的实函数。

The converse does not hold: a continuous function need not be differentiable.
逆命题则不成立：一个连续函数未必可微。

Using these definitions, f becomes a continuous function from the Riemann sphere to itself.
使用这些定义，F本身成为一个连续函数的黎曼球。

More generally, any function can be thought of as a continuous function whose codomain is the Riemann sphere.
更一般地说，任何亚纯函数可以想到作为一个连续函数，其值域是Riemann球形。

A related theorem is the boundedness theorem which states that a continuous function f in the closed interval[ a, b] is bounded on that interval.
一个相关的定理是有界性定理，它说明闭区间[a,b]内的连续函数f在该区间上有界。

A and B are separated by a function if there exists a continuous function f from the space X to the real line R such that f(A)={0} and f(B)={1}.
A和B是由函数分离的，如果存在从空间X到实直线R的连续函数f，使得f(A)={0}而f(B)={1}。

Proof: Take f to be any continuous function on a circle.
证明：取f为圆上的任何连续函数。

A continuous two-element function f(x, y), whose Laplacian operation is defined as.
对于一个连续的二元函数F(x,y),其拉普拉斯算子定义为.

For a 2D continuous function f(x, y) the moment(sometimes called"raw moment") of order(p+ q) is defined as.
对于二维连续函数f(x,y),(p+q)阶的矩(有时称为"原始矩")被定义为.

A uniform space X is uniformly connected if every uniformly continuous function from X to a discrete uniform space is constant.
一致空间X是一致连通的，如果所有从X到离散一致空间的一致连续函数都是常数的。