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OPTIMIZED FULL-SPECTRUM ORDER STATISTICS-BASED CARDINALITY ESTIMATION

机译:基于统计的优化的全谱阶基数估计

摘要

Systems and methods are disclosed for optimizing full-spectrum cardinality approximations on big data utilizing an optimized order statistics technique. To accomplish the foregoing, a multiset of objects that each corresponds to one of a plurality of objects associated with a resource are obtained. A compound data object is populated at least in part with data that is derived based on generated decimal fraction hash values that correspond to each object in the obtained multiset. The populated compound data object is processed with a full-spectrum arithmetic mean estimation operation that can accurately determine a cardinality estimate for the obtained multiset using less resources and time when compared to traditional techniques. The determination is further made without the need to employ linear counting or bias correction operations on low or high cardinalities. An estimated number of unique objects in the obtained multiset is determined as a result of the processing, and subsequently provided for display or further manipulation.
机译:公开了用于利用优化的阶数统计技术来优化大数据上的全谱基数近似的系统和方法。为了实现上述目的,获得多个对象集合,每个对象对应于与资源相关联的多个对象之一。复合数据对象至少部分填充有基于基于生成的十进制分数哈希值派生的数据,这些哈希值对应于所获得的多集中的每个对象。与全谱算术平均估计操作相比,该填充的数据对象可以进行处理,与传统技术相比,该操作可以使用更少的资源和时间来准确确定获得的多集的基数估计。无需在低或高基数上进行线性计数或偏差校正操作就可以进一步进行确定。作为处理的结果,确定所获得的多集中的唯一对象的估计数量,并随后提供给显示或进一步操作。

著录项

  • 公开/公告号US2017300529A1

    专利类型

  • 公开/公告日2017-10-19

    原文格式PDF

  • 申请/专利权人 AOL ADVERTISING INC.;

    申请/专利号US201615131968

  • 发明设计人 JASON JINSHUI QIN;DENYS KIM;YUMEI TUNG;

    申请日2016-04-18

  • 分类号G06F17/30;G06F17/30;

  • 国家 US

  • 入库时间 2022-08-21 13:52:17

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