首页> 外国专利> Decorrelating effects in multiple linear regression to decompose and attribute risk to common and proper effects

Decorrelating effects in multiple linear regression to decompose and attribute risk to common and proper effects

机译:在多元线性回归中解相关效应以分解风险并将其归因于常见和适当的效应

摘要

Effects in multiple linear regression may be decorrelated to decompose and attribute risk to common and proper effects. In other words, an attribute risk may be decomposed to two or more causes, where each cause is characterized by multiple attributes. The risk decomposition may decompose risk into a first residual part associated with a first set of risk factors, a second residual part associated with a second set of risk factors, and a common part associated with a set of common hidden variables that minimize a correlation between the first set of factors and the second set of factors. The common hidden variables may be modeled using a hidden factor model. An effect of the correlation may be minimized on the first set of risk factors and the second set of risk factors, and how correlated the terms of the risk decomposition are may be quantified.
机译:多元线性回归中的影响可能与去分解相关,并将风险归因于常见和适当的影响。换句话说,属性风险可以分解为两个或更多原因,其中每个原因由多个属性来表征。风险分解可将风险分解成与第一组风险因素相关联的第一残差部分,与第二组风险因素相关联的第二残差部分以及与一组公共隐性变量相关联的公共部分,这些公共隐性变量使之间的相关性最小化。第一组因素和第二组因素。可以使用隐藏因子模型来对公共隐藏变量进行建模。可以使相关性对第一组风险因素和第二组风险因素的影响最小,并且可以量化风险分解的各项如何相关。

著录项

  • 公开/公告号US10796258B1

    专利类型

  • 公开/公告日2020-10-06

    原文格式PDF

  • 申请/专利权人 TRIAD NATIONAL SECURITY LLC;

    申请/专利号US201816103452

  • 申请日2018-08-14

  • 分类号G06Q30;G06Q10/06;G06Q40/06;G06N7;G06F17/16;G06F17/18;G06F17/15;

  • 国家 US

  • 入库时间 2022-08-21 11:27:58

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