Distributed storage and visual query processing method oriented to large-scale financial knowledge graph
A distributed storage and knowledge graph technology, applied in the field of distributed storage and visual query processing method design, can solve problems such as the influence of knowledge query efficiency in specific fields, the inability to meet the characteristics of graphs well, and achieve the effect of improving query speed.
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[0087] In order to test the performance of the present invention's distributed storage and visual query processing method for large-scale financial knowledge graphs, as an example of the present invention, we constructed a small cluster consisting of 5 interconnected computers, wherein the hardware configuration of the machine is Inter The computer with Core i7-8750 CPU@1.8Hz 2.00GHz processor and 8G memory is used as the host machine of the Neo4j graph database, and the other 4 servers with 64GB memory, 512GB hard disk and Ubuntu operating system are used as the equipment for deploying the HBase distributed database.
[0088]In order to test the performance of the method of the present invention, we crawled information such as basic corporate information, shareholder information, executive information, corporate news, and corporate credit required to build a financial knowledge map, and performed statistical analysis and corresponding processing on the crawled raw data. Build ...
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[0090] (1) Use the graph segmentation method based on node density and modularity to segment the graph
[0091] For large-scale knowledge graphs, for 4 storage servers, first randomly select 4 nodes with the largest degree and no direct relationship as hot nodes, calculate the modularity of the remaining nodes joining a certain partition, and add each node to make the modularity change. In a large server, the tightness of the internal connections of the sub-graphs is ensured. by Figure 4 As an example, suppose a node i in the graph is assigned to m 1 , according to the formula of modularity, the modularity before moving is
[0092]
[0093] Where ∑cin represents the sum of edge weights in community c, and ∑tot represents the sum of edge weights connected to nodes in community c. Assign node i to m 1 The subsequent modularity is Q 2 ,E i Indicates that node i joins m 1 The number of newly added edges, k i Indicates the degree of node i.
[0094]
[0095] The cha...
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