微分多项式的英文

• differential polynomial

• "微分"英文翻译    differential
• "多项式"英文翻译    multinomial; polymerization; ...
• "微分多项式环" 英文翻译 :    differential polynomial ring; ring of differential polynomials
• "可分多项式" 英文翻译 :    separable polynomial
• "不可分多项式" 英文翻译 :    [数学] inseparable polynomial
• "多项式" 英文翻译 :    multinomial; polymerization; polynome; polynomial; polynomial expression◇多项式逼近 approximation by polynomial; 多项式表示 polynomial representation; 多项式插值 polynomial interopolation; 多项式插值函数 polynomial interpolating function; 多项式次数 degree of polynomial; 多项式定理 multinomial theorem; 多项式复杂性polynomial complexity; 多项式函数 polynomial function; 多项式解 solution by polynomials; 多项式决策规则 polynomial dicision rule; 多项式系数 multinomial coefficient; 多项式形式 polynomial form; 多项式展开 polynomial expansion
• "多项式的，多项式" 英文翻译 :    polynomial
• "多项式多项的" 英文翻译 :    multinomial
• "n次多项式" 英文翻译 :    polynomial of degree n; polynomial of n th degree
• "伴随多项式" 英文翻译 :    associated polynomial
• "本原多项式" 英文翻译 :    primitive polynomial
• "标准多项式" 英文翻译 :    standard polynomial
• "病态多项式" 英文翻译 :    ill-conditioned polynomial
• "不变多项式" 英文翻译 :    invariant polynomial
• "插值多项式" 英文翻译 :    interpolation polynomial
• "超比多项式" 英文翻译 :    hypergeometric polynomial
• "传输多项式" 英文翻译 :    transmission polynomial
• "次多项式" 英文翻译 :    polynomial of degree; polynomial of n th degree
• "代码多项式" 英文翻译 :    code polynomial
• "代数多项式" 英文翻译 :    algebraic polynomial
• "等权多项式" 英文翻译 :    isobar polynomial; isobarpolynomial
• "定义多项式" 英文翻译 :    defining polynomial
• "对称多项式" 英文翻译 :    symmetric polynomial
• "多项式逼近" 英文翻译 :    approximation by polynomial
• "多项式变换" 英文翻译 :    polynomial transformation

• Differential polynormial with analytic function and shared values
  复系数微分多项式与分担值
• Normality of holomorphic functions with differential polynomial
  涉及微分多项式的全纯函数的正规性
• The value distribution for differential polynomials fkq f in meromorphic function f
  亚纯函数微分多项式的值分布
• Normal families of meromorphic functions and exceptional function of differential polynomials
  亚纯函数的正规族和微分多项式的例外函数
• Based on the qualitative theoy of differential polynomial system , algorithm to calculate the focal values , the construction of small amplitude limit cycles , hirsch ' s monotone theory and the center manifold theorem etc , we apply mrealroot algorithm to many problems , such as to obtain the real solutions of polynomial systems , to confirm the number of limit cycles in differential system and to construct the limit cycles
  结合平面微分多项式系统的定性理论，计算焦点量的算法，小扰动极限环的构造， hirsch的单调性理论和中心流形定理等， mrealroot算法在大量具体问题，包括实根分布、小扰动极限环个数以及高维系统极限环构造等方面都有广泛的应用
• In this dissertation , the data process ( dp ) subsystem and radar control program ( rcp ) subsystem of gbr simulation system have been studied and discussed . the main work and innovation of this dissertation is as follows : ( 1 ) track filter , the basic element of track system , has been researched . we analyze the advantage and disadvantage of common target kinematic model such as constant velocity model , constant acceleration model , noval statistic model
  本文是基于某gbr仿真系统的合作项目中,本人负责的数据处理子系统和雷达控制程序子系统的研究和开发的结果,主要进行的工作和创新有: ( 1 )基于跟踪系统最基本的要素-跟踪滤波,分析了当前常用的微分多项式模型, cv与ca (常速与常加速)模型,时间相关模型, noval统计模型,以及机动目标“当前”统计模型等目标运动模型的优缺点和雷达的观测误差。
• This thesis study the uniqueness theory of meromorphic functions . with the theory of nevanlinna ' s value distribution , the author analyze and study the unique problems about meromorphic function and its derivative or differential polynomial shared values , two meromorphic functions shared one value , the derivatives of meromorphic functions shared one value or small function , the derivatives of meromorphic functions shared one set . proved several uniqueness theorem , which generalized and improved the results of qiu gandi , brosch , yi hongxun , c . c . yang and wu guirong ,
  作者应用nevanlinna值分布理论，对函数与其导函数或微分多项式具有公共值，两函数具有公共值，两函数的导函数分担公共值或小函数，以及分担公共值集的唯一性等问题进行了分析和研究，得到了几个唯一性定理，它们分别是邱? ? ， brosch ，仪洪勋，杨重骏，吴桂荣等人的有关结果的推广和改进。
• The problem of uniqueness of meromorphic functions concerning the multipliable value is discussed . some uniqueness theorems are obtained , generalizes and improves the work of yang c . c and the work of fang m . l . the problem of uniqueness of meromorphic functions that sharing one pair of value im with their differential polynomials is studied and pefects present conclusion
  主要研究了亚纯函数分担一个或者两个公共值集的情形，对f . gross问题做了进一步讨论，得到的几个定理推广改进了仪洪勋、方明亮等的结果；在涉及重值的情况下，讨论了im分担一个值的亚纯函数的唯一性问题，所得结果改进杨重骏、方明亮等的工作；同时本文对涉及微分多项式的亚纯函数im分担一对值的唯一性问题也做研究，完善了现有的一些结论。