淡江大學機構典藏:搜寻结果
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    1576在兩階段混合型I設限下指數分布的概似推論

    林渠洋; Lin, Chyu-yang2005
    [應用數學與數據科學學系] 學位論文
    測時間的限下提出兩階段一混合限法,將取樣停止時間分成兩階段,並定一判斷準則,在第一階段取樣停止時,判斷是否進行第二階段取樣,這樣的限法,可以在改善觀測到壽命的樣本個數不足的缺點時,還有會縮短觀測時間。另外本論文在這兩階段限下,討論樣本壽命為指數分配時,其參數的最大概似估量的分配、期望

    1577完全圖分割成4-迴圈太陽圖之探討

    邱群博; Ciou, Cyun-bo2008
    [應用數學與數據科學學系] 學位論文
    _(1)中的每一點都與V_(2)中的點有邊相連,且在V_(1)及V_(2)中的點都沒有邊相連,則稱此圖為完全二分圖;若 V_(1)中有m個點,V_(2)中有n個點,則此完全二分圖記為K_(m,n)。假 v_(1), v_(2), v_(3), v_(4)為4-迴圈C_(4)的依序四個頂點,在 C

    1578Virtual conference management system

    Shih, Timothy K.; Hung, Jason C.; 2001-01-31
    [資訊工程學系暨研究所] 會議論文
    Proceedings of 15th International Conference on Information Networking, Beppu City, Japan, pp.776-781
    , In the WIMPE[I] Model, David M. Nicol uses Per1 Scripts and TcUktu build the toolkits for paper submission and reviewong papers. The members in the conference

    1579Refinements on an Inequality of Ky Fan

    楊國勝; Yang, Gou-sheng; 1996-08-01
    [應用數學與數據科學學系] 期刊論文
    Journal of Mathematical Analysis and Applications 201(3), pp.955-965
    , respectively, of positive numbersx1, x2,…,xn;A′nandG′nare arithmetic and geometric means of a sequence 1−x1, 1−x2,…,1−xnwithxi∈(0, 12],i=1, 2,…,n

    1580Design of fuzzy classification system using genetic algorithms

    Wong, Ching-chang; Chen, Chia-chong; 2000-05-07
    [電機工程學系暨研究所] 會議論文
    Fuzzy Systems, 2000. FUZZ IEEE 2000. The Ninth IEEE International Conference on vol.1, pp.297-301
    淡江大學電工程學系 Wong, Ching-chang Chen, Chia-chong Lin, Bo-chen 翁慶昌 Design of fuzzy classification system using genetic algorithms Institute

    1581二重完全圖分割成3-太陽圖的探討

    鄭至程; Cheng, Zheng-zhi2010
    [應用數學與數據科學學系] 學位論文
    , ..., wn及n條邊{vi, wi}, 1≦i≦n,所形成的圖稱為Cn的太陽圖,記為S(Cn)。G為一個簡單圖,且G1, G2, G3, ..., Gt為G的子圖,若滿足下列條件: (1) E(G1)∪E(G2)∪E(G3)∪...∪E(Gt) = E(G) (2)對於1≦i

    1582Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows

    Tam, Bit-shun2011-04-02
    [應用數學與數據科學學系] 會議論文
    2011 Taiwan-Japan Conference of Combinatorics and its Applications=2011臺日組合數學及其應用研討會
    withrank(G)(respectively,rank(A(G)+I))equaltoagiven nonnegative integer (see [9, Corollary 2.3]). Also, from every graph G one can obtain a unique

    1583Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows

    Tam, Bit-shun2011-08-23
    [應用數學與數據科學學系] 會議論文
    The 17th International Linear Algebra Society Conference 2011
    finitely many reduced(respectively,co-reduced)graphsG withrank(G)(respectively,rank(A(G)+I))equaltoagiven nonnegative integer (see [9, Corollary 2.3

    1584Graphs whose adjacency matrices have rank equal to the number of distinct nonzero rows

    Tam, Bit-shun2011-09-09
    [應用數學與數據科學學系] 會議論文
    Second India-Taiwan Conference on Discrete Mathematics
    -reduced)graphsG withrank(G)(respectively,rank(A(G)+I))equaltoagiven nonnegative integer (see [9, Corollary 2.3]). Also, from every graph G one can


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