- 更多网络例句与多项式次数相关的网络例句 [注：此内容来源于网络，仅供参考]
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We prove a priori error estimate of this new method.
其次，各单元的多项式次数可以不相同。
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From the theory, the algorithm for determination of the degree of implicit polynomials is followed: detecting the stationary points in the object boundary based on its features, and then calculating the minimum degree according to the formula derived from the theorem. In addition, the theory can be extended to three-dimensional object.
该方法首先由给定物体边界的轮廓检测出其驻点数，然后根据驻点数得到拟合隐含多项式曲线方程次数的下界，进而推广到三维物体的隐含多项式曲面拟合次数的确定。
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A modified Euclidean algorithm was proposed by the generalization of synthetic division. It didn't judge the degree of polynomial and could decrease the complexity of decoding and hardware circuit and improve the decoding speed.
通过对综合除法进行推广，提出了一种改进型欧几里德算法，它不需要进行多项式次数的判断，能够降低译码的复杂度，减少硬件电路的复杂性，提高译码速度。
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And discussed with more than division, irreducible polynomial discriminant method of application of Eisenstein; and detailed description of the number of polynomials, the same polynomial, polynomial arithmetic.
并论述了带余除法、不可约多项式艾森斯坦判别法的应用；并详细说明了多项式的次数，多项式的相等，多项式的运算。
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The correlation between the degree of the polynomial and its irreducible factors is analyzed, and then a sufficient and necessary condition on judging whether a polynomial of arbitrary degree n over finite fields is irreducible or not is presented.
分析了多项式次数与其不可约因式之间的内在联系，给出了有限域上任意n次多项式是否为不可约多项式、本原多项式的一个充要条件。
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We obtain new lower bounds for the sum of degrees of simple and distinctirreducible factors of the polynomial f1 +···+ fn, where fi(1≤i≤n) are pairwise relatively prime polynomials of several variables with coefficients in C.
七我们对形如f1 +···+ fn的多项式的单重不可约因子的次数和及不同不可约因子的次数和的下界分别作出新的估计，其中fi(1≤i≤n)为系数在C中的两两互素的不可约多项式。
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In chapter5, the serial properties of numerical range of operator polynomial are put firstly. Secondly, the relation between numerical range of operator polynomial and n-numerical range are considered. Thirdly, in the light of matrix norm, matrix singular value, the regions and bounds of numerical range and spectrum of operator polynomial are dicussed carefully.
第五章研究了算子多项式数值域的性质、算子多项式数值域与n-次数值域的关系，特别地利用矩阵范数、矩阵的奇异值、非负矩阵的理论、友矩阵为工具，给出了算子多项式数值域及谱的范围全面刻画，并深刻地研究了算子线性束的正则性的等价条件及谱分布。
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The results show that, with the increasing order of polynomial chaos, the probability density curve of a response approaches the results from Monte Carlo simulations.
结果表明：随着随机多项式次数的增加，随机响应面所得到的响应概率密度曲线愈加趋近于由蒙特卡罗方法所得到的概率密度曲线。
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When the power of phase polynomial is one or two respectively, periodogram and chirp Fourier transform method are the corresponding optimal detection methods.
在相位多项式次数分别为1或2时，周期图、chirp傅里叶变换检测即为对应的最优检测器。
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When thepolynomial has at least two simple real roots,sequences of critical values of timedelays corresponding to each positive root can be derived.
而当该多项式有二个及二个以上的简单正根时，稳定性切换次数主要取决于两方面：一是该多项式的正根的个数，二是该多项式的每个正根对应的临界时滞序列中相邻两项差的大小关系来确定。
- 更多网络解释与多项式次数相关的网络解释 [注：此内容来源于网络，仅供参考]
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degenerated conic section：降级锥曲线
definition 定义 | degenerated conic section 降级锥曲线 | degree of a polynomial 多项式的次数
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degenerated conic section：降级圆锥曲线
definition 定义 | degenerated conic section 降级圆锥曲线 | degree of a polynomial 多项式的次数
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degenerated conic section：降级锥曲线Btu中国学习动力网
definition 定义Btu中国学习动力网 | degenerated conic section 降级锥曲线Btu中国学习动力网 | degree of a polynomial 多项式的次数Btu中国学习动力网
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degree of a polynomial：多项式的次数
degenerated conic section 降级锥曲线 | degree of a polynomial 多项式的次数 | degree of accuracy 准确度
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degree of a polynomial：多项式之次数
Definite integral :定积分 | Degree of a polynomial :多项式之次数 | Density :密度
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degree of a polynomial：多项式的次数Btu中国学习动力网
degenerated conic section 降级锥曲线Btu中国学习动力网 | degree of a polynomial 多项式的次数Btu中国学习动力网 | degree of accuracy 准确度Btu中国学习动力网
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Polygon frequency：多边形次数
Polygon 多边形 | Polygon frequency 多边形次数 | Polynomial 多项式
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fundamental theorem of algebra：代数基本定理
代数基本定理(Fundamental Theorem of Algebra)是指:对于复数域,每个次数不少于1的复系数多项式在复数域中至少有一根. 由此推出,一个n次复系数多项式在复数域内有且只有n个根,重根按重数计算.
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monomial：单项式
(学生可分组讨论这个问题) 单项式(monomial) . 多项式(polynomial) . 整式(integral expression) 新知2.单项式的次数,多项式的次数 在单项式 中,每个单项式的数字因数是什么?每个单项式的字母因数的指数是什么?
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polynomial approximation：多项式逼近
多项式|polynomial | 多项式逼近|polynomial approximation | 多项式的次数|degree of a polynomial