Graphsql, Inc.

Tigergraph, Inc.

Xinyu Chang

Yu Xu

Zixuan Zhuang

Dan Hu

Mingxi Wu

Systems, methods, and software described herein provide operations to generate and manage a graph. In one implementation, a graph management system may identify a request to generate a graph from multiple databases. In response to the request, the graph management system may identify attributes of interest in the databases and generate vertices that correspond to the attributes of interest. As the new vertices are generated, the graph management system may determine attributes that are related to the same entity, generate entity vertices that correspond to the entities identified in the databases, and generate edges that connect the attribute vertices to the corresponding entity vertices.

Graph creation from multiple databases

Systems, methods, and software described herein provide graph searching via index vertices. In one implementation, a graph management system may receive a request to identify vertices of a first vertex type in a graph, wherein the request defines one or more attributes associated with the vertices. In response to the request, the graph management system may identify one or more index vertices associated with the one or more attributes, wherein the one or more index vertices is associated with one or more second vertex types. The graph management system may further identify the vertices in the graph with edges that couple to the one or more index vertices.

Graph search using index vertices

Systems, methods, and software described herein provide improvements to graph indexing. In one implementation, a graph management system may identify an event to generate a new vertex type to index a graph based on an attribute type in one or more vertices of the graph. In response to the event, the graph management system may generate one or more new indexing vertices that correspond to the new vertex type and may connect each of the one or more vertices to the one or more new indexing vertices based on an attribute in the vertex.

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Menlo Park, CA, United States of America

Xinyu Chang