Methods and systems that efficiently store and analyze multidimensional metric data

    公开(公告)号:US10558543B2

    公开(公告)日:2020-02-11

    申请号:US15806187

    申请日:2017-11-07

    Applicant: VMware, Inc.

    Abstract: The current document is directed to methods and systems that collect metric data within computing facilities, including large data centers and cloud-computing facilities. In a described implementation, two or more metric-data sets are combined to generate a multidimensional metric-data set. The multidimensional metric-data set is compressed for efficient storage by clustering the multidimensional data points within the multidimensional metric-data set to produce a covering subset of multidimensional data points and by then representing the multidimensional-data-point members of each cluster by a cluster identifier rather than by a set of floating-point values, integer values, or other types of data representations. The covering set is constructed to ensure that the compression does not result in greater than a specified level of distortion of the original data.

    METHODS AND SYSTEMS THAT EFFICIENTLY STORE AND ANALYZE MULTIDIMENSIONAL METRIC DATA

    公开(公告)号:US20190138420A1

    公开(公告)日:2019-05-09

    申请号:US15806187

    申请日:2017-11-07

    Applicant: VMware, Inc.

    Abstract: The current document is directed to methods and systems that collect metric data within computing facilities, including large data centers and cloud-computing facilities. In a described implementation, two or more metric-data sets are combined to generate a multidimensional metric-data set. The multidimensional metric-data set is compressed for efficient storage by clustering the multidimensional data points within the multidimensional metric-data set to produce a covering subset of multidimensional data points and by then representing the multidimensional-data-point members of each cluster by a cluster identifier rather than by a set of floating-point values, integer values, or other types of data representations. The covering set is constructed to ensure that the compression does not result in greater than a specified level of distortion of the original data.

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