sparse matrix algorithm 中文意思是什麼

sparse matrix algorithm 解釋
稀疏矩陣演算法
  • sparse : adj. 1. (樹木分佈等)稀的;(交通車輛等)稀疏的。2. (人口、毛發等)稀少的。3. (雨量)稀缺的;瘦小的。n. -sity ,-ly adv. ,-ness n.
  • matrix : n (pl matrices 或matrixes)1 【解剖學】子宮;母體;發源地,策源地,搖籃;【生物學】襯質細胞;間...
  • algorithm : n. 【數學】演算法;規則系統;演段。
  1. This paper introduces the basic idea and algorithm of sparse matrix multiplication by using incompact storage method

    摘要介紹了對稀疏矩陣進行壓縮存儲時,稀疏矩陣相乘運算的基本思想和演算法。
  2. Adams solves the model by adopting lagrange dynamics equation and complementing with rigidity integ - ral algorithm and sparse matrix technology

    Adams採用拉格朗日動力學方程,輔以剛性積分演算法以及稀疏矩陣技術來求解模型。
  3. Within the framework of sparse bayesian learning, the algorithm extends the relevance vector machine by combining global and local kernels adaptively in the form of multiple kernels, and the improved locality preserving projection ( llp ) is then applied to reduce the column dimension of the multiple kernel input matrix to achieve less training time

    在稀疏貝葉斯學習的框架下,該演算法首先以多核形式自適應結合全局核函數和局部核函數擴展相關向量機,然後應用改進的保局投影來約簡多核輸入矩陣的列維數以減少訓練時間。
  4. Then discusses conventional encoding and efficient encoding using special sparse parity check matrix in encoding algorithm, and expatiates the principle of message passing and spa which has the best performance in decoding algorithm

    在編碼演算法里詳細討論了傳統的編碼演算法以及使用特殊形式奇偶校驗矩陣的快速編碼演算法。在譯碼演算法里介紹了mp演算法集的基本原理和譯碼性能最好的和乘積譯碼演算法。
  5. Today, oop and com technique is used widely in software area. in this paper, on the basis of nonlinear transient electromagnetic field analysis, oop technique is applied to build the basic class library of machine, and the store of large sparse matrix was combined with related algorithm closely, which save the cpu time obviously

    目前面向對象編程技術( oop )和組件技術( com )已在軟體領域得到廣泛應用,本文在進行非線性瞬態電磁場理論分析的基礎上,採用oop技術,進行了電機求解的基本類庫的構建,將大型稀疏矩陣的存儲與有關演算法緊密耦合,顯著提高了運算速度,並形成了用於求解非線性瞬態電磁場的軟體包。
  6. A parallel algorithm for solving large sparse matrix equations and its application to parallel power flow calculation

    求解大型稀疏線性方程組的一種并行演算法及其在并行潮流計算中的應用
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