all permutation 中文意思是什麼

all permutation 解釋
全順列
  • all : adj 1 所有的，全部的，整個的，一切的。2 非常的，極度的，盡可能的。3 〈口語〉用盡，用完。n pron 全...
  • permutation : （數學中）排列變化，徹底改變
  1. Since this algorithm develops circular permutation ( cp ) algorithm whose computation grows exponentially with the number of aircraft, there would be severe computation penalties if all aircraft were included

    但這種循環排列演算法的計算量隨著飛機數量的線性增加成指數級上升，對大量飛機運用會導致嚴重的運算問題。
  2. What we do at this aspect are : firstly, we describe the permutation symmetry of the structure of some special networks and the corresponding attractor sets with some geometric graphs in euclidean space, which are called attractors graph and geometrized structure graph of the networks respectively ; the geometrizing conditions are also given ; we study the dynamical behavior of the networks using the geometrized structure graph and attractors graph of the network ; moreover, we propose an approach to construct a big - size network with some small - size network with symmetry by the method of direct - sum, direct - produce and semidirect - produce. we also study the dynamical properties " relation between the big - size network and the small - size networks. all those results will provide some theoretical basis for designing a special large - scale network

    本文在這方面所做的工作如下：首次將一些特殊網路的結構和吸引子集的置換對稱性用三維歐氏空間中的一些幾何圖來表示，分別稱之為幾何結構圖和吸引子圖；給出了網路對稱性的幾何化條州即相應的對稱性群為可遷群） ：並惜助網路的幾何結構圖和吸弓吁圖分析網路的動力學性質；此外，我們提出了用簡單的具有一定對稱性的小網路按照群的直和、半直積和直積的方式組合成較大的網路的方法，探討了這些小網路和所組成的大網路的一些動力學性質的關系，如穩定態的個數、各穩定態的回憶性質等，為較大網路的設計提供一些理論依據。
  3. The main contributions of the second part of this dissertation are focused on the cryptographic properties of logical functions over finite field, with the help of the properties of trace functions, and that of p - polynomials, as well as the permutation theory over finite field : the new definition of chrestenson linear spectrum is given and the relation between the new chrestenson linear spectrum and the chrestenson cyclic spectrum is presented, followed by the inverse formula of logical function over finite field ; the distribution for linear structures of the logical functions over finite field is discussed and the complete construction of logical functions taking on all vectors as linear structures is suggested, which leads to the conception of the extended affine functions over finite field, whose cryptographic properties is similar to that of the affine functions over field gf ( 2 ) and prime field fp ; the relationship between the degeneration of logical functions and the linear structures, the degeneration of logical functions and the support of chrestenson spectrum, as well as the relation between the nonlinearity and the linear structures are discussed ; using the relation of the logical functions over finite field and the vector logical functions over its prime field, we reveal the relationship between the perfect nonlinear functions over finite field and the vector generalized bent functions over its prime field ; the existence or not of the perfect nonlinear functions with any variables over any finite fields is offered, and some methods are proposed to construct the perfect nonlinear functions by using the balanced p - polynomials over finite field

    重新定義了有限域上邏輯函數的chrestenson線性譜，考察了新定義的chrestenson線性譜和原來的chrestenson循環譜的關系，並利用一組對偶基給出了有限域上邏輯函數的反演公式；給出了有限域上隨機變量聯合分佈的分解式，並利用隨機變量聯合分佈的分解式對有限域上邏輯函數的密碼性質進行了研究；給出了有限域上邏輯函數與相應素域上向量邏輯函數的關系，探討了它們之間密碼性質的聯系，如平衡性，相關免疫性，擴散性，線性結構以及非線性度等；討論了有限域上邏輯函數各類線性結構之間的關系，並給出了任意點都是線性結構的邏輯函數的全部構造，由此引出了有限域上的「泛仿射函數」的概念；考察了有限域上邏輯函數的退化性與線性結構的關系、退化性與chrestenson譜支集的關系；給出了有限域邏輯函數非線性度的定義，利用有限域上邏輯函數的非線性度與相應素域上向量邏輯函數非線性度的關系，考察了有限域上邏輯函數的非線性度與線性結構的關系；利用有限域上邏輯函數與相信息工程大學博士學位論文應素域上向量邏輯函數的關系，揭示了有限域上的廣義bent函數與相應素域上的廣義bent函數的關系，以及有限域上的完全非線性函數與相應素域上向量廣義bent函數之間的關系;給出了任意有限域上任意。
  4. Subsequently we analyze the isomorphism relationship between ergodic matrices and the corresponding permutation group. by defining the permutation symbol operation system of ergodic matrices, we constructed a union form to express all existed permutation algorithms

    通過在理論上分析遍歷矩陣和置換群的同構關系，定義了遍歷矩陣對應的置換運算和符號體系，再統一的框架下表達各種圖像置亂變換。
  5. Moreover, the permutation of houses in an environment is also discussed in this paper. based on the house functional components analysis, we build a hierarchy of all the components. for example, gate, window and wall can be organized as gate window wall ; gate window wall or shop wall, conjunct wall and roof can be organized as house, etc

    本文在房屋功能模塊分解的基礎上，提出了房屋功能模塊的層次結構：無論是從門、窗與墻體組合成門窗墻，從門窗墻、鄰接墻與屋頂組合成居住民居，還是從店面墻、鄰接墻與屋頂組合成商業民居，房屋的功能模塊的層次結構是本文研究的核心。
  6. Then, a new arraylist is created which contains the cross product of the contents of each of the constituent arraylists of the super - arraylist with all of the elements in the second permutation group

    然後，建立一個新的arraylist ，它包含每個（超級arraylist的）構成的arraylists的內容和第二個置換群的所有單元的向量積。
  7. 4. according to the property that all states of a certain cellular automata can build a permutation group, we can design block cipher based on this property

    根據有些細胞自動機的所有狀態可以構成一個循環群這一特點，指出了利用細胞自動機構造分組密碼的方式。
  8. The region configuration ( conformation ) of finite element permutation is a tree structure in which single permutation and original permutation work as the all - rank images

    有限元排列的區結構（構象）是以單排列和原排列為各階象的樹形級聯式結構。
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