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polynomial equation中文是什么意思

  • 多項式方程

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  • 例句與用法
  • The approach of combination matrix on bivariate three degree polynomial equation system with symbolic coefficients
    符號系數(shù)二元三次方程組的組合矩陣方法
  • Solving systems of ( symbolic or numerical ) polynomial equations in several variables has been a very important topic for theoretical oriented research groups
    多項式組的求解(包括符號和數(shù)值的)不僅有很強的理論意義,同時也有廣泛的應用前景。
  • We propose a new algorithm for a sample and all nash equilibria by using heuristic search in game supports and the solution techniques of polynomial equation systems
    摘要應用搜索博弈支持集和方程組求解技術,提出了一個計算單一和全部納什均衡點的啟發(fā)搜索方法。
  • Firstly , a 52 degree univariate polynomial equation is deduced by using resultant elimination method . 6 extraneous roots are found during the process to obtain the other 3 variables by using euclidean algorithm
    首先使用結式對4個多項式方程直接消元,得到1個一元52次的多項式方程,再用輾轉(zhuǎn)相除法求其他3個變量,在此過程中發(fā)現(xiàn)了6個增根。
  • To solve the polynomial equation ? ( z ) = 0 , this paper proposes a simultaneous iteration and investigates its convergence and initial condition . it proves that the convergence has order 3 under the initial condition
    摘要采用文[ 1 - 3 ]中提到的加速方法,對經(jīng)典的牛頓迭代法進行加速,得到了一個新的求多項式方程根的迭代法,主要對其收斂性進行了分析,得到了在較好的初始條件下該法是3階收斂的。
  • The production reason of extraneous roots is analyzed and the improved method is proposed , that is the degree of the variables during the elimination process is reduced by searching relations among the vectors , so that a 46 degree univariate polynomial equation can be obtained directly
    分析了產(chǎn)生增根的原因并提出了消元過程中避免增根的改進措施,即尋找相關向量之間的關系,在消元過程中降低變量的次數(shù),直接得到一元46次方程。
  • Based on the cutting force surface model , a polynomial equation of side cutting depth and feedrate is created to calculate the feedrate of each cl data and the calculated feedrate value is written out with the g - code position data block to an updated version of the die - cavity
    基于切削力曲面模型,采用多項式擬合的方法構建刀具在許可切削力下的側(cè)向切深和進給率的方程,根據(jù)建立的方程計算每個刀位點處的進給率并反寫到初始的g代碼文件中。
  • A set of nonlinear equations of precise synthesis are established for special case according to co - planarity and equal distance conditions . by resultant elimination , 3 polynomial equations containing 3 variables are obtained . all of the groups of real solution within a certain value range are generated with computer graphic method
    針對實現(xiàn)兩個函數(shù),每個函數(shù)四個精確點的rssr機構,通過結式消元法消元,得到三元高次多項式方程組,并采用計算機圖解法,在一定值范圍內(nèi)解出了方程組的全部實數(shù)解。
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