Analysis of routings for fault in generalized hypercube 廣義超立方體網絡的容錯路由分析
On the distinguishing number of the cube of the hypercube 超立方體三次冪的可區(qū)別數(shù)研究
Latin hypercube sampling based uncertainty simulation of concrete time effects 的混凝土時效不確定性模擬研究
D , m - dominating numbers of hypercube 的控制數(shù)
The crossed cube is a variant of the hypercube , and it has better recursive structure , graph parameters and topological properties 摘要交叉立方體是超立方體的一個變種,具有良好的圖參數(shù)、拓撲性質和結構遞歸性。
The emphasis is played on the discussion of sobol " method and the latin hypercube sampling and the wind - stairs sampling characterized as small sample plus quick convergence are selected 著重討論了sobol '靈敏度分析方法和采樣小、收斂快的latin超立方和wind - stairs采樣技術。
An updated - latin hypercube sampling and calculated data based on wave motion theories are adapted for efficient generation of the patterns of training the neural network . the levenberg - marquardt algorithms was applied to modify the weight matrices of neural network 采用修正的latin超立方采樣技術和波動理論的計算數(shù)據(jù)來形成網絡的輸入和輸出數(shù)據(jù),用lm算法訓練網絡,改善了網絡訓練的收斂性能。
Gu to the crossed cube , and proved that for node - to - node routing , the crossed cube can tolerate as many as n - 1 faulty clusters of diameter ai most 1 with at most 2n - 3 ( n > 2 ) faully nodes in total which is as good as the hypercube 交叉立方體的上述這些性質都與超立方體的相同。為了進一步提高連通度,我們改進了交叉立方體的網絡拓撲結構,對頂點地址相反的頂點對之間增加一條邊,構成加強交叉立方體。
In chapter two we give a multi - dimensional interval routing scheme on hypercube and a routing algorithm based on the compact routing table . we discuss the complexity of the algorithm . in addition , a fault - tolerant algorithm on hypercube is put forward 第二章給出了超立方體結構的一個多維區(qū)間路由方法,進而給出了一個基于簡明路由表的路由算法,并分析了算法的復雜性,同時還提出了超立方體結構的一個容錯路由算法。