general algebra 中文意思是什麼

general algebra 解釋
一般代數
  • general : adj (opp special)1 一般的,綜合的,通用的。2 普通的,廣泛的,通常的。3 全體的,總的;全面的,普...
  • algebra : n. 代數學。
  1. Using universal property, we can define general ( pre ) cover and ( pre ) envelope, such as gorenstein injective ( projective or flat ) ( pre ) cover and ( pre ) envelope, 5 - torsion free ( pre ) cover etc. in a word, problems on ( pre ) over and ( pre ) envelope have aroused considerable debate in the academic circle, which embodies flexible use of tools of homological algebra in studying categories of rings and modules

    而且利用泛性我們又可定義更廣泛意義上的包、蓋問題,例如: gorenstin內射(平坦、投射)包(蓋) , s -無撓預蓋,等等。用這類比內射(平坦、投射)更廣泛意義上的特殊模又能刻畫一些環。總之,包、蓋問題是當今非常活躍的研究課題,體現了同調代數在環模範疇研究中靈活運用。
  2. Yacas - yacas - yacas ( yet another computer algebra system ) is a small and highly flexible general - purpose computer algebra language

    是一款小型高度可定製的通用代數電腦語言。
  3. Here his general interest in method and his particular knowledge of algebra joined forces.

    他對方法的普遍興趣和他對代數的專門知識組成聯合力量。
  4. In the aspect of theoretical research : firstly, general descriptive format of controlling rule is discussed based on trait of intelligent control ; secondly, principle and tactic of basic logical controller are discussed based on panboolea algebra, and then control rules of basic logical controller are symbolized by using panboolea algebra ; at last, control idea of nine - points controller is presented based on basic logic controller, and control tactic is also analyzed based on phase - plane method

    在理論研究方面:首先從智能控制的自身特點討論了其控制規律的一般描述形式;然後以泛布爾代數為理論基礎,討論了基本型邏輯控制器的控制原理與策略,將邏輯控制器的控制規則用泛布爾代數符號化;最後以基本邏輯型控制器為基礎,討論了九點控制器的控制思想,並從相平面的角度對控制器的控制策略進行了分析。
  5. Constructing an entire function a ; ( a ), the zeros of which are the eigenvalue of dirac eigenvalue problem with general two points " linear algebra boundary conditions

    構造了一個整函數( ) ,其零點集合與具有一般兩點邊界條件的dirac特徵值問題的特徵值集合重合。
  6. Through discussing every term ' s coefficient of a ; ( a ), the general two points " linear algebra boundary conditions are turned into eight element typies, eight corresponding entire functions u ( ) deciding eigenvalue and their asymptotic estimations on the corresponding circuits are gotten

    根據( )各項系數的不同情況,將一般兩點邊界條件分為八種基本類型,並得到相應的八個決定特徵值的整函數( )和它們在相應圍道上的漸近估計。
  7. About dirac eigenvalue problem with general two points " liner algebra, corresponding operator of which often is non - self - adjoint operator

    對於一般兩點線性(代數)邊界條件下的dirac特徵值問題,相應的運算元一般說是非自伴的。
  8. The assignments will have both theoretical and computational questions. the preferred language of this class ( and of numerical linear algebra, in general ) is matlab ?

    作業含理論的問題,同時也有使用電腦來解答的問題。本課程建議採用的語言(也是一般數值線性代數所採用的語言)是matlab ? 。
  9. In tensor algebra the vector appears as a speical case of a more general concept, which includes stress and inertia tensors.

    在張量代數中,矢量是做為更普遍的概念的一種特殊情況出現的,這種更普遍的概念包括應力張量和應變張量。
  10. Proceed from general conclusion of algebra on the finite field, study this special algebra system of elliptic curve on the finite field, discuss that sets up several theories of the public key cryptosystems and the problems of implementation on it

    從有限域上的代數的一般結論出發,研究有限域上的橢圓曲線這一特殊的代數系統,討論在其上建立公鑰密碼體制的若干理論和實現問題。
  11. Torsion theory for general algebra objects

    一般代數對象的撓理論
  12. E for an algebra of minimal representation - infinite type with preprojective component, it is simply connected if and only if the vanishing of 1 hochschild cohomology group ; the same conclusion is true for a general algebra with minimal representation - infinite type. in chapter 3, we computed the fundamental group for hereditary algebra and other special cases, and studied the fundamental group under one point extension

    在第二章中我們得到了極小無限表示型代數單連通性的一些結論:對于具有預投射分支的極小無限表示型代數,它是單連通當且僅當其一次hochschild上同調群為零;而對於一般情形的極小無限表示型代數,也是如此。第三章中,我們對基本群在遺傳代數等幾種特殊情況下,對於一些例子作了計算。
  13. Although its independence and development were late more relative to some other antique mathematical course such as analytics, algebra, euclidean geometry and number theory, through over one hundred years, especially the vivid development from the 1940s to the 1970s, general topology are getting increasingly mature and perfect

    雖然它的獨立與發展相對于其他一些古老的數學學科如分析學,代數學,歐氏幾何學和數論要晚了許多,但經過一百多年,特別是20世紀40年代到70年代的蓬勃發展,一般拓撲學日趨成熟與完善。
分享友人