首页> 外国专利> Method of driving a display using non-negative matrix factorization to determine a pair of matrices for representing features of pixel data in an image data matrix and determining weights of said features such that a product of the matrices approximates the image data matrix

Method of driving a display using non-negative matrix factorization to determine a pair of matrices for representing features of pixel data in an image data matrix and determining weights of said features such that a product of the matrices approximates the image data matrix

机译:使用非负矩阵分解来驱动显示器以确定一对矩阵以表示图像数据矩阵中像素数据的特征并确定所述特征的权重以使矩阵乘积近似于图像数据矩阵的方法

摘要

This invention generally relates to methods, apparatus and computer program code processing digital data using non-negative matrix factorisation.;A method of digitally processing data in a data array defining a target matrix (X) using non-negative matrix factorisation to determine a pair of matrices (F, G), a first matrix of said pair determining a set of features for representing said data, a second matrix of said pair determining weights of said features, such that a product of said first and second matrices approximates said target matrix, the method comprising: inputting said target matrix data (X); selecting a row of said one of said first and second matrices and a column of the other of said first and second matrices; determining a target contribution (R) of said selected row and column to said target matrix; determining, subject to a non-negativity constraint, updated values for said selected row and column from said target contribution; and repeating said selecting and determining for the other rows and columns of said first and second matrices until all said rows and columns have been updated.
机译:本发明一般涉及使用非负矩阵分解处理数字数据的方法,装置和计算机程序代码。一种使用非负矩阵分解对定义目标矩阵(X)的数据阵列中的数据进行数字处理以确定对的方法矩阵(F,G)中的一个,所述对的第一矩阵确定用于表示所述数据的一组特征,所述对的第二矩阵确定所述特征的权重,以使所述第一和第二矩阵的乘积近似于所述目标矩阵所述方法包括:输入所述目标矩阵数据(X);选择所述第一和第二矩阵中的所述一个的行和所述第一和第二矩阵中的另一个的列;确定所述选择的行和列对所述目标矩阵的目标贡献(R);在非负约束条件下,根据所述目标贡献确定所述选定行和列的更新值;对所述第一和第二矩阵的其他行和列重复所述选择和确定,直到所有所述行和列都已被更新。

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