Polynomials相关论文
We prove that every homomorphism of the algebra P<sub><em>n</em></sub> into the algebra of operators on a Hilbert space ......
This work shows that each kind of Chebyshev polynomials may be calculated from a symbolic formula similar to the Lucas f......
In this paper,we introduce the △h-Gould-Hopper Appell polynomials An(x,y;h)via h-Gould-Hopper polynomials Gnh(x,y).Thes......
Some Hall polynomials for representation-finite selfinjective algebra with mod _pΛ without short cha
1 PreliminariesThe Hall algebra H（A） of a finitary ring A was defined by Ringel.H（A）is the freeAbelian group with a basis{u<......
In this note we first briefly review some recent progress in the study of the circular β ensemble on the unit circle,wh......
Permutation polynomials have been an interesting subject of study for a long time and have applications in many areas of......
A polynomial p in a polynomial algebra over a field is called a test polynomial if any endomorphism of the polynomial al......
Let V be a hypersurface with an isolated singularity at the origin in Cn+1. It is a natural question to ask when V is de......
We consider the topological entropy h(θ) of real unimodal maps as a function of the kneading parameter θ(equivalently,......
It is shown that the proof system using odd-superpositions Ⅱ is not complete.The reason leading to this incompleteness ......
To investigate the longitudinal motion stability of aircraft maneuvers conveniently, a new stability analysis approach i......
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Patarin proposed the dragon scheme,pointed out the insecurity of the dragon algorithm with one hidden monomial and sugge......
不同于大部分教材中用较为具体的辗转相除法,本文应用第二数学归纳法更为简洁地证明了两个多项式的最大公因式的存在性定理.提取了......
In this paper, we construct Chebyshev biorthogonal multiwavelets, and use this multiwavelets to approximate signals (fun......
利用有限域Fq上分圆多项式的分解特性,构造了一类q元线性码,这类线性码可以作为Reed-Solomon码和Chaoping Xing与San Ling所构造的......
Permutation polynomials in finite fields are introduced for the first time into thedesign of full frequency hop codes(FH......
目的 讨论线性单输入广义系统在状态反馈作用下的强可控性（即Ｓ－可控性）和完全可控性（即Ｃ－可控性）判别问题。方法 利用多项式有关理论和性......
This paper is devoted to Professor Benyu Guo's open question on the C1-conforming quadrilateral spectral element met......
Generalized Jacobi polynomials with indexes α,β∈ R are introduced and some basic properties are established. As examp......
设Ｑ表示单位圆盘内具有正实部，并且其常数项等于１的二阶实系数多项式的全体．本文给出了Ｑ中函数的系数域以及正实部多项式的一些严格的系......
设Qn表示在单位圆盘内不取零值，并且满足degp≤n，p(0)＝1的多项式p(z)的全体，又设Wn表示满足degs≤n并且对每一个p∈Qn，s*p∈Qn的多项式s......
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Diffusion-length calculations of neutrons are performed using the Chebyshev polynomials of the second kind. The neutrons......
当一类非最小相位系统参数发生跳变时,针对常规自适应控制系统暂态响应差的问题,提出一种基于多模型切换的多变量直接自适应前馈解......
Bounds for Polynomial’s Roots from Fiedler and Sparse Companion Matrices for Submultiplicative Matri
We use submultiplicative companion matrix norms to provide new bounds for roots for a given polynomial <i>P</i>(<i>X</i>......
In this work we develop necessary and sufficient conditions for describing the family of anti-Hurwitz polynomials, intro......
曲线、曲面的保形插值是几何外形设计的一个重点和难点课题,而保单调和保凸是保形的两个基本内容。研究了一类带有形状可调参数的......
给出了有限域上多项式的一些相关概念，研究讨论了有限域上多项式的若干代数性质。...
对于一般的q-1维正规单纯形利益区域和多重线性多项式模型,利用n(≤q)阶多重线性多项式的最优设计,采用了极端顶点设计及棱中心设......
在飞行试验数据粗大误差处理研究中，在野值处理的算法中，采用多项式最小二乘曲线拟合算法，得到数据噪声误差方差的统计特性，以拉依尔准......
为了清晰地掌握相关输入变量情况下响应量方差的来源，有必要将重要性测度分离为相关部分和独立部分。通过将相关变量构造为独立变量......
在频域中通过多项式的相角和相角速度的研究，给出了判断多项式凸多面体的D-稳定性的一种简单算法，得出了稳定的多项式的凸组合保持D-......
PS类bent函数类是所有2(n/2)-1或2(n/2)-1+1个Fn2的'不交的'(n)/(2)维子空间的指示函数的模2和所组成的函数的集合.这些函......
随着k的增大,序列k错误线性复杂度的值会从线性复杂度递减到0.对于周期为2的方幂的二元序列,Kurosawa讨论了线性复杂度和k错误线性......
本文讨论了Gegenbauer多项式的零点分布,并获得了有关的3个定理。...
通过多项式最大公因式求法研究，介绍了在高等代数教学中如何培养学生创造性思维以及分析问题和解决问题的能力的一些教学实践．......
将一元整系数多项式有理根的一个结论在多元多项式上进行了推广，从而得到多元多项式因式分解的一种方法。......
徐静等曾给出了非对称选择网(Asymmetric Choice Nets,AC网)的一子类,即可分解非对称选择网(De-composable Asymmetrtc Choice Net......
在多项式稳定性经典理论中，通常利用双线性变换将多项式的Schur稳定性的判定转化为变换后多项式Hurwitz稳定性的判定．文章首先指出了......
关于苏联科学院数学研究所在函数逼近论方面的工作（下）ＣＡ．捷里亚可夫斯基（原苏联科学院数学研究所）６多元函数逼近多元函数逼近的正逆定理最......
就整数ａ、ｂ的一般取值全面讨论了Ｆｉｂｏｎａｃｃｉ多项式序列Ｆ０（ｘ）＝ａ，Ｆ１（ｘ）＝ｘ＋ｂ，Ｆｎ（ｘ）＝ｘＦｎ－１（ｘ）＋Ｆｎ－２（ｘ）（ｎ≥２）的最大实根的渐近性质，否定了Ｇ．Ａ．Ｍｏｏｒｅ关于一般Ｆｉｂｏｎａｃｃｉ多项式序列的最大实根的渐近性质仅依赖于迭代关系......
讨论了ｎ个顶点ｎ＋２条边的连通图中三类图的伴随多项式的性质，得到了这些图是伴随唯一的一个充分条件，并利用它来讨论其色唯一性，得到一个色......
以ＳＧＴ２０２多臂３号凸轮为例，用Ｌａｇｒａｎｇｅ插值多项式平滑拟合实测凸轮廓线，以便于数控机床编程和提高凸轮廓线的加工质量，介绍的方法具有普遍性。......
The purpose of this paper is to establish a formula of higher derivative byFaa di Bruno formula, and apply it to some kn......
推广Volker Weispfenning关于正的有序实数加法理论的量词消去方法,得到有序实数加法理论的一个量词消去的判定过程.在此基础上构......
Let P(z) =n∑j=0 ajzj be a polynomial of degree n. In this paper we prove a more general result which interalia improves......
In this paper we present the most important definitions and results of the theory of parabolic-like mappings, and we wil......
Let P(z)be a polynomial of degree n having all its zeros in|z|≤k,k≤1,then for every real or complex numberβ,with|β|......
Let P（z） be a polynomial of degree n and for any complex number a, letDaP（z）=nP（z）＋（a-z）P′（z） denote the polar derivative of the p......
