查询词典 alexander polynomial

Alexander the Great, also known as Alexander III, was an AncientGreek king of Macedon during the time of 336323 BC.

亚历山大大帝，也称亚历山大三世，马其顿国王，公元前336到公元前323年期间在位。

Alexander III (1249-86)亚历山大三世（ 1249年至1286年） Alexander was only 8 when he inherited the kingdom of Scotland from his father.

亚历山大只有8时，他继承了英国的苏格兰从他的父亲。

Then came Pope Julius, and he found the Church great, since she had all Romagna, had eliminated the barons in Rome, and had annihilated those factions through the blows struck by Alexander; Julius found the path still open to a mode of accumulating money, never used before Alexander.

教皇朱利奥登位时，教会已今非昔比——教会的势力控制了整个罗马格纳，—消灭了罗马的贵族党羽，那些宗派势力在亚历山大的铁拳打击下已被连根拔掉。朱利奥还发现了在亚历山大之前从未有人使用过的敛财聚富的途径。

In the battle of the Granicus in 334 BC, the first of three major battles fought between Alexander the Great and the Persian Empire, Alexander came close to dying in combat.

公元前三三四年格拉尼克斯河之役，是亚历山大大帝和波斯帝国三场大战中的第一场，亚历山大几乎战死。

Comparing to the algebraic polynomial,the trigonometric polynomial interpolation studying is more difficult ,and the methods are more different.

与代数多项式相比，三角多项式插值的研究要困难一些，研究方法也有众多不同。

In the linear algebraic the coefficient of polynomial and the corresponding relation of the farmnla of multi-line matrix could be built,thus seck the maximum common factor of the polynomial through making use of primary transformation of line.

在线性代数中，可以建立多项式的系数与多行矩阵表示式之间的对应关系，从而利用初等行变换求多项式的最大公因式。

In theory of approximations, the classic methods of polynomial approximation for rational expression are various interpolations and operator approximations, such as Lagrange interpolation, Hermite interpolation and Bernstein polynomial approximation.

在逼近论中，用多项式逼近有理式的经典的方法是各种插值与算子逼近方法，如Lagrange插值、Hermite插值和Bernstein多项式逼近等。

The basic idea is as follows: first, a kind of plane α-B-spline interpolation curve with a shape control parameter a is constructed; then, by converting the first derivatives of the curve into Bernstein polynomial, the positive conditions of Bernstein polynomial can be used to get the necessary and sufficie nt conditions for the monotonicity of α-B-spline interpolation curves, i.e., the range of the parameter a. Therefore, monotone-preserving interpolating curves can be obtained succinctly.

其基本思想是：首先构造带有形状可调参数的一类平面(-B样条插值曲线，再把其一阶导矢的两个分量分别转化为Bernstein多项式，从而利用Bernstein多项式的正性条件，得到此曲线为单调的充要条件，即形状参数的取值范围，简单、快捷地实现此参数样条曲线的保单调插值。

Numerical analysis of the best uniform approximation polynomial problem, the program contains polynomial input interface.

详细说明：数值分析中的最佳一致逼近多项式问题，程序中含多项式输入界面。

It included Karaji's binomial theorem and rules of the arithmetic polynomial operations and developed Karaji's theory of polynomial.

其中保存了凯拉吉的关於二项式定理的工作以及多项式的运算法则，并进一步发展了凯拉吉的多项式理论。

"Yes, now you can give yourself airs," she said, you have got what you wanted.

"对了，您现在高兴了，"她说道，这是您所期待的。

Then the LORD said to me: Rebel Israel is inwardly more just than traitorous Judah.

上主于是对我说：＂失节的以色列比失信的犹大，更显得正义。