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与 椭圆的 相关的网络例句 [注:此内容来源于网络,仅供参考]

Hint: Consider the diagram below where the line l is tangent to the ellipse at the point P. Show that as Q moves along l, jF1Qj+jF2Qj is a minimum when Q = P. Let F01 be the re°ection of F1 in l.

提示: 考虑下面的图表,而线l是切向椭圆点页显示,截至问沿着l时, jf1qj + jf2qj是最低时问=页,让f01应重新° 13765700 f1在草显示的f2 ,磷和f01躺在一条直线。

If we know the exact value of ψ_m, we will have, for integers ψ_m, a deterministic primality testing algorithm which is not only easier to implement but also faster than either the Jacobi Sum test, the elliptic curve test, or the AKS algorithm.

如果知道ψ_m的准确值,那么对小于ψ_m的整数N,我们就有一个确定性素性测定算法,它不仅容易实现而且比Jacobi-Sum算法、椭圆曲线素性证明算法和AKS算法速度都要快。

Furthermore,it can represent the elliptic curves,parabola and other quadratic curves without using rational form.

给出了一种基于三角函数的类三次参数曲线,该曲线不仅具有类似于三次Bézier曲线的诸多性质,而且无需有理形式即可精确地表示椭圆、抛物线等二次曲线。

Gravitational violence during mergers mixes orbits and redistributes energies and angular momenta; the result is that quiescently formed systems such as disks are turned into ellipsoids.

合并期间引力作用混合了彼此的恒星并且重新分配了角动量;其结果是被迫合并的系统变成了椭圆星系。

This topic mainly makes full use of the theory of node curve in closed condition and theory of instantaneous transmission to ratiocinate the rolling curve equation of the ellipse in polar coordinates format.

推导了以极坐标表示的椭圆轧件楔横轧轧制曲线方程,为轧件成形提供了理论依据,扩展了非回转轧件轧制的范围。

There was high similarity in Sphericity, elips degree and regular form factor among the nucleus of mantle cell-centrocyte-centroblastic-centroblastic lymphoma.

套细胞-中心母细胞-中心细胞-中心母细胞性淋巴瘤细胞的细胞核在圆球度、规化形状因子和椭圆度等参数上具有较大的相似性。

The parameter of sphericity can be used to describe the similarity between centroblastic-centrocyte-centroblastic lymphoma cells and elips degree and regular form factor can describe the similarity between centroblastic-mantle-centroblastic lympoma cells.

圆球度可以用来描述中心母细胞--中心细胞--中心母细胞性淋巴瘤细胞之间的相似性;椭圆度、规化形状因子可以描述中心母细胞--套细胞--中心母细胞性淋巴瘤细胞之间的相似性。

Magnetospheric MultiScale mission design needs spacecrafts flying in a regular tetrahedron configuration about the apogee of an elliptical orbit.

Magnetospheric MultiScale任务利用椭圆轨道远地点附近的正四面体航天器编队,协同完成对地球磁层结构和动力学特性的测量和分析。

Under a resonance condition,a unique existence of generalized solution to the Direchlet boundary value problem of the semi-linear elliptic partial differential equations is given,and this extended partially the results that was known.

利用极小极大原理,在共振条件下,证明了一个半线性椭圆偏微分方程Direchlet边值问题广义解的存在唯一性定理,从而推广了已知的一些结果。

It introduces partial fractions of meromorphic functions, product developments of entire functions, Hadamard's theorem, Riemann Zeta functions, Poisson-Jensen's formula; elliptic functions, including simply periodic functions and doubly periodic functions; algebraic functions and algebroid functions, Riemann surface, Nevanlinna theory, including characteristic functions, the first and second fundamental theorems, growth orders, etc; complex differential equations and complex functional equations, etc.

具体为:亚纯函数的部分分式、整函数的无穷乘积展开、Hadamard定理、Riemann Zeta函数、Poisson-Jensen公式;椭圆函数,包括单周期函数、双周期函数;代数函数和代数体函数、Riemann曲面简介;Nevanlinna理论简介,包括特征函数、第一和第二基本定理、增长级等;复微分方程和复函数方程,等等。在教学内容上充分体现基础性、新颖性。

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