消元 的英文怎麼說

中文拼音 [xiāoyuán]
消元 英文
cancel
  • 消 : 動詞1 （消失） disappear; vanish 2 （使消失; 消除） eliminate; dispel; remove 3 （度過; 消遣） pa...
  1. In this paper, the folio wings are introduced briefly : holonomic theory ; the basic idea that d. zeilberger used to prove identities using holonomic theory. and wu method is generalized to the non - commutative weyl algebra. furthermore, dialytic method of elimination is replaced by wu method, so the prove can be extended from the single - variable hypergeometric identities to multi - variable ones

    本文簡要介紹了完整性理論， d . zeilberger利用完整性理論證明恆等式的基本思想，將吳方法推廣到不可交換的weyl代數上，用吳方法取代了d . zeilberg在證明完整性函數恆等式的理論框架中的析配消元法，從而將這種證明理論由單變量超幾何恆等式的證明擴展到多變量超幾何恆等式的證明。
  2. The elimination by eliminant with the aid of basic sets

    基組結式消元法
  3. The paper proposes the elimination by eliminant with aid of basic sets ( eeabs ), in order to solve the problems in the theories and methods of polynomial system of equations ? limination at present, and to find the multi - solutions of mechanism science ~ research

    針對目前多項式方程組的消元理論和方法中存在的問題和不足，本文提出了基組結式消元法，並用以求解機構學研究中的多解問題。
  4. The main idea of this method is to choose a set according to the order of polynomials, to eliminate by making use of bezout eliminant, get zero set from the improved formula about set of zero points, so that a polynomial system of equation ~ set of zero points can be got only by one time arrangement

    該方法的主要思想是：根據多項式秩的大小選取基組，採用貝左結式消元，用改進型零點集結構式確定零點集，從而只需一次整序就可求得一個多項式方程組的零點集。
  5. Forward displacement analysis for lps + 3tps, lpt + 2tps, lpps + 4tps type pmts are performed based on result elimation method. closed form solutions for forward displacement of these hybrid type pmts are derived, numerical examples are given for illustration

    基於結式消元法分別對1ps + 3tps型、 1pt + 2tps型和1pps + 4tps型並聯機床進行了位置正解分析，獲得了封閉形式的解析解。
  6. 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，再用輾轉相除法求其他3個變量，在此過程中發現了6個增根。
  7. Numeric - symbolic technique is introduced in the procedure of resultant elimination, procedure of number - spobol manipulation is transformed into that of matrix manipulation. because joini variables are treated as symbols and all structure paramcters are treated as real nuxnbers, the complexity of derivation for input - output equaion is reduced. the soluton is verified with a numerical example, its rsults withoot extraneous roots agree with the original equaions

    消元過程中引入了數字-符號方法，將結構參數處理為數值量，將關節變量處理為符號量，將數字、符號推導過程轉化為了矩陣運算過程，由於結構參數以數值量的形式出現在方程推導中，降低了符號推導的難度，符號推導不需要復雜的符號處理軟體的支持。
  8. A generalization, n > 4, is given in this paper. in result the critical points of these koch curve with different values of tv by decimation based on ising model are same, but the critical exponents are different. the four ones, , are same, and the other two v, are different

    本文對其進行一種推廣，推廣后n 4 ，對于取不同n值的科赫曲線應用重整化群的格點消元法，仍採用ising模型，結果得到同樣的相變點，但是臨界指數不完全相同，其中， ， ，相同，而，不同。
  9. The eeabs has some advantages such as the workload of eliminating is greatly reduced and the degree of eliminating result is lowered, and so on

    因此基組結式消元法具有消元工作量較小，消元結果方次較低等優點。
  10. Application of wu method in solving for all the steady - state power flow solutions

    吳消元法在精確求解電力系統潮流方程中的應用
  11. The ritt - wu ' s method is a powerful tool for solving nonlinear algebra equations

    吳文俊提出的消元法是求解非線性代數方程組一個強有力的工具。
  12. Especially elaborating on the theories and methods of polynomial elimination of system of equations systematically

    特別地，對多項式方程組的消元理論和方法作了較為系統的闡述。
  13. Chapter 5 considers two mechanization algorithm of jacobian function solutions based on sine - gordon and sinh - gordou equations

    在解決問題的過程中吳代數消元法是最重要的基本工具。
  14. In the elimination method of solving linear equations, pivot in an elimination step is a element with maximum - mod

    在解線性方程組的消元法中，主元素指在某步消元時模最大的那個元素。
  15. The system is solved by using wu elimination and exact solitary wave solutions of nonlinear evolution equations are then obtained

    利用吳文俊消元法求解非線性代數方程組，即可得到非線性演化方程的精確孤波解。
  16. The traits of the two kinds of lattice determine which method we use to study it. the site - block method is often for transitionally invariant lattice and decimation for fractals

    這兩種晶格的特點也就決定了在重整化群計算時選取什麼樣的粗粒化方法，平移對稱晶格一般採用自旋?元塊法，分形晶格採用格點消元法。
  17. It ' s the next lecture actually which is about the elimination, which is the systematic way that everybody, every … a bit of software too, the production of large scale software would solve the equation

    實際上，下一講關于消元法，它是一種系統的方法，每一個人，每一個…用一點軟體，大規模的軟體產品來解方程。
  18. 6 wu w t. basic principles of mechanical theorem proving in geometries. volume i : part of elementary geometries, beijing : science press, 1984 ; springer 1994. 7 wu w t. mathematics mechanization

    2提供了一種基於吳方法的增元消元法的求解方程組獨立個數的數學新思路，不僅可以被數學領域而且可以被工程領域里的研究人員所借鑒。
  19. In 1978, professor zhang hong qing uses the method of gebraic elimination and factorization in differential equations and successfully solve a great kind of the reducing problem of the over determined differential equations. he gives the method of " ac = bd " which used to solve the differential equations. recently, this theories have a new development, and he forwards the c - d integrable system and c - d pairs

    1978年，張鴻慶教授將代數消元和因式分解思想方法用於微分方程組，成功地解決了一大類超定微分方程組的約化問題，並提出解微分方程的「 ac = bd 」模式，近來這一理論又有了新的發展，提出了c ? d可積系統與c ? d對的概念。
  20. 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

    針對實現兩個函數，每個函數四個精確點的rssr機構，通過結式消元法消元，得到三元高次多項式方程組，並採用計算機圖解法，在一定值范圍內解出了方程組的全部實數解。
分享友人
分享到 Line

分享到臉書