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US Patent 9740744 Systems and methods for visualizing and manipulating graph databases

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Is a
Patent
Patent
0

Patent attributes

Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
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Patent Number
97407440
Patent Inventor Names
Jacob Aptekar0
Robert Chess Stetson0
Date of Patent
August 22, 2017
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Patent Application Number
151364260
Date Filed
April 22, 2016
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Patent Citations Received
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US Patent 12130878 Deduplication of monitored communications data in a cloud environment
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US Patent 12095796 Instruction-level threat assessment
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US Patent 12095879 Identifying encountered and unencountered conditions in software applications
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US Patent 12120140 Detecting threats against computing resources based on user behavior changes
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US Patent 12126643 Leveraging generative artificial intelligence (‘AI’) for securing a monitored deployment
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US Patent 12126695 Enhancing security of a cloud deployment based on learnings from other cloud deployments
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US Patent 11677772 Using graph-based models to identify anomalies in a network environment
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US Patent 11689553 User session-based generation of logical graphs and detection of anomalies
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...
Patent Primary Examiner
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Cam Linh Nguyen
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Patent abstract

Systems and methods for visualizing and manipulating graph databases in accordance embodiments of the invention are disclosed. In one embodiment of the invention, a graph database manipulation device includes a processor and a memory configured to store a graph database manipulation application, wherein the graph database manipulation application configures the processor to obtain a graph database including a set of nodes and a set of edges, determine a source node within the set of nodes, locate a set of related nodes based on the source node and the set of edges, recursively locate a set of sub-related nodes based on the set of related nodes and the set of edges, generate a representation of the set of related nodes from the perspective of the source node, and recursively update the generated representation of the set of sub-related nodes from the perspective of the source node and the related nodes.

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