Invention Grant
US08170369B2 Correlation between sets of data 有权
数据集之间的相关性

  • Patent Title: Correlation between sets of data
  • Patent Title (中): 数据集之间的相关性
  • Application No.: US12312863
    Application Date: 2007-11-08
  • Publication No.: US08170369B2
    Publication Date: 2012-05-01
  • Inventor: Jeremy AdlerIngela Parmryd
  • Applicant: Jeremy AdlerIngela Parmryd
  • Agency: Nixon & Vanderhye PC
  • Priority: SE0602596 20061130
  • International Application: PCT/EP2007/062060 WO 20071108
  • International Announcement: WO2008/064982 WO 20080605
  • Main IPC: G06K9/64
  • IPC: G06K9/64
Correlation between sets of data
Abstract:
The present invention relates to a method to perform an accurate correlation between a first set of data (1), collected from a first source (A1), and a second set of data (2), collected from a second source (A2), in the presence of noise in one or both of the first and second sets of data (1, 2). The present invention specifically teaches that a third set of data (3) is collected from the first source (A1) under the same conditions as the conditions of the collection of the first set of data (1), and that a fourth set of data (4) is collected from the second source (A2) under the same conditions as the conditions of the collection of the second set of data (2). A measured correlation value (rm) between data collected from the first source (A1) and the second source (A2) is taken as one of the correlation measurements out of the possible combinations of the first and second set of data (r12), the first and fourth set of data (r14), the third and second set of data (r32) and the third and fourth set of data (r34). A correction value (C12) is calculated based on a correlation measurement between the first and third set of data (r13) and a correlation measurement between the second and fourth set of data (r24) according to the expression: (Formula (I)). This correction value (C12) is applied to the measured correlation value (rm) resulting in a corrected correlation value rc=rm×C12. C ⁢ ⁢ 12 = 1 r ⁢ ⁢ 13 × r ⁢ ⁢ 24 ( I )
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