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## differential operator

• 微分算子：数学中的一种算子，用于表示函数的导数或偏导数。

### 网络释义专业释义英英释义

微分算符

... projection operator投影算符;射影算子 differential operator微分算子;微分算符 boolean operator逻辑算子;布尔操作符 ...

微分运算元

... 差动 differential motion 微分运算元 differential operator 部分性铁水氧化 differential oxidation ...

pseudo-differential operator [数] 伪微分算子

elliptic differential operator [数] 椭圆型微分算子

partial differential operator [数] 偏微分算子

adjoint differential operator [数] 伴随微分算子

weak differential operator [数] 弱微分算子

Linear differential operator 线性微分运算子

mutual integral-differential operator [数] 互积分微分算子

更多收起网络短语
• 微分算子 - 引用次数：46

For a connection on a field of formal Laurent series with pure slope,we define a valuation on this connection such that the differential operator is pure.

对于一个在形式Laurent级数域上具有纯斜率的联络,我们可以在上面定义一个赋值使得微分算子是一个同等放缩算子

参考来源 - 微分模上的Fourier变换理论
微分算符
微分运算元
微分运算子
• 差分算子 - 引用次数：3

参考来源 - 基于模糊理论的图像边缘检测技术研究与实现
微分算符
• 微分算子 - 引用次数：8

The standard parabolic equation method was obtained by the decompocition of the scalar wave equation and the expansion of the pseudo-differential operator.

通过对传统波动方程的分解和伪微分算子的近似展开,获得了标准抛物线方程。

参考来源 - 旋转PE算法在目标电磁散射分析中的应用

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#### Differential operator

• abstract: In mathematics, a differential operator is an operator defined as a function of the differentiation operator. It is helpful, as a matter of notation first, to consider differentiation as an abstract operation, accepting a function and returning another (in the style of a higher-order function in computer science).

### 柯林斯英汉双解大词典

#### differential operator

• 1.

N any operator involving differentiation, such as the mathematical operator del ∇, used in vector analysis, where ∇ = ∂/∂x + ∂/∂y+ ∂/∂z, , , and being unit vectors and ∂/∂x, ∂/∂y, and ∂/∂z the partial derivatives of a function in x, y, and z 微分算子

• [数]微分算子；微分算符

### 双语例句原声例句

• Lie algebras of derivations of n-differential operator algebra.

元微分算子代数导子李代数结构。

• The only thing they have in common is that both are what's called a first order differential operator.

它们唯一共同之处就是,它们都被叫作微分算子。

• The differential operator theory has many applications in the field of mathematical physics, mechanics and so on.

微分算子理论数学物理力学领域有着广泛应用。

• So here I've written for the hydrogen atom that deceptively simple form of the Schrodinger equation, where we don't actually write out the Hamiltonian operator, but you remember that's a series of second derivatives, so we have a differential equation that were actually dealing with.

这里我写出了,氢原子薛定谔方程的,最简单形式，这里我们实际上,没有写出哈密顿算符,但是请记住那你有，一系列的二次导数,所有我们实际上会处理一个微分方程。

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