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Automated determination of networks motifs

机译:自动确定网络主题

摘要

The present invention relates to a computer-implemented method and a system for determining co-occurrences in at least one graph with n vertices and E edges, wherein each edge is defined by a pair of vertices, the method comprising: storing a binary adjacency matrix representing a first graph in a memory; performing a calculation step for the first graph, wherein the calculation step comprises: loading a block of at most K consecutive rows of the binary adjacency matrix from the memory and storing each row into one of K caches; streaming each of the subsequent uncached rows of the binary adjacency matrix from the memory; reading pairs of rows comprising a streamed row and each one of the cached rows; computing the logical conjunction between each couple of elements of the rows at the same position in the rows for each read pair of rows; and adding the results of the logical conjunction for all the couples of elements in each read pair by means of one-bit adders to obtain the co-occurrence, wherein the calculation step is repeated for consecutive blocks of rows in the binary adjacency matrix until all the pairs of rows of the binary adjacency matrix have been read.
机译:本发明涉及一种用于在具有n个顶点和E个边缘的至少一个图中确定共现的计算机实现的方法和系统,其中每个边缘由一对顶点定义,该方法包括:存储二进制邻接矩阵表示存储器中的第一图;执行第一图形的计算步骤,其中,计算步骤包括:从存储器中加载二进制邻接矩阵的至多K个连续行的块,并将每一行存储到K个缓存中的一个中;从存储器流式传输二进制邻接矩阵的每个随后未缓存的行;读取包括成对的行和每个缓存的行的行对;对于每个读取的行对,计算在行中相同位置的行中的每对元素之间的逻辑合;并通过一位加法器将每个读取对中所有元素对的逻辑对结果相加,以获得同现,其中对二进制邻接矩阵中连续的行块重复计算步骤,直到所有二进制邻接矩阵的行对已被读取。

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