Invention Grant
US07792869B2 Method, computer program and computer readable means for projecting data from a multidimensional space into a space having fewer dimensions and to carry out a cognitive analysis on said data
有权
用于将数据从多维空间投影到具有较少维度的空间中的方法,计算机程序和计算机可读装置,并对所述数据执行认知分析
- Patent Title: Method, computer program and computer readable means for projecting data from a multidimensional space into a space having fewer dimensions and to carry out a cognitive analysis on said data
- Patent Title (中): 用于将数据从多维空间投影到具有较少维度的空间中的方法,计算机程序和计算机可读装置,并对所述数据执行认知分析
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Application No.: US10563409Application Date: 2004-06-22
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Publication No.: US07792869B2Publication Date: 2010-09-07
- Inventor: Paolo Massimo Buscema
- Applicant: Paolo Massimo Buscema
- Applicant Address: IT Rome
- Assignee: Semeion
- Current Assignee: Semeion
- Current Assignee Address: IT Rome
- Agency: Themis Law
- Priority: EP03425436 20030701
- International Application: PCT/EP2004/051190 WO 20040622
- International Announcement: WO2005/008596 WO 20050127
- Main IPC: G06F17/30
- IPC: G06F17/30

Abstract:
An algorithm for projecting information data belonging to a multidimensional space into a space having fewer dimensions, a method for the cognitive analysis of multidimensional information data based on said algorithm, and a program comprising said algorithm stored on a recordable support. An algorithm for projecting information data belonging to a multidimensional space into a space having fewer dimensions including the following steps: Providing a database of N-dimensional data in the form of records having a certain number of variables; Defining a metric function for calculating a distance between each record of the database; Calculating a matrix of distances between each record of the database by means of the metric function defined at the previous step; Defining a n−1 dimensional space in which each record is defined by n−1 coordinates; Calculating the n−1 coordinates of each record in the n−1 dimensional space by means of an evolutionary algorithm; Defining as the best projection of the records onto the n−1 dimensional space the projection in which the distance matrix of the records in the n−1 dimensional space best fits or has minimum differences with the distance matrix of the records calculated in the n-dimensional space. The method and the program apply the aforementioned algorithm.
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