Sas Institute Inc.

Dan Kelly

Brian Oneal Miles

Jin-Whan Jung

Julius Alton King

Adheesha Sanjaya Arangala

James Edward Georges

John Clarke Brocklebank

An apparatus includes a communications component to receive a specified variable and one or more specified criteria to select a final clustered representation of a network, the specified criteria including a maximum degree of loss of information for the specified variable for the final clustered representation; and an iterative collapse component to perform iteration(s) of deriving the final clustered representation. Each iteration includes calculating the degree of loss from each possible combination of two linked nodes of a current clustered representation to generate a next clustered representation; selecting the possible combination associated with a smallest degree of loss; determining whether to cease iterations based on whether the smallest degree associated with the selected combination exceeds the maximum degree; effecting the selected combination if the smallest degree doesn't exceed the maximum degree; and selecting the current clustered representation as the final clustered representation if the smallest degree exceeds the maximum degree.

Techniques for generating a clustered representation of a network based on node data

A method of identifying a set of parameters representative of a data set is provided. An eigen decomposition of a covariance matrix is calculated to form a decomposed matrix and an eigenvalue vector. The covariance matrix is calculated for a matrix of data including a plurality of data values for each of a plurality of parameters. The decomposed matrix includes a number of eigenvectors equal to a number of the plurality of parameters with each eigenvector including a coefficient for each parameter. The eigenvalue vector includes an eigenvalue defined for each eigenvector. A first matrix is created by rank ordering the coefficient within each parameter of the plurality of parameters for each of the plurality of parameters. A score is determined for each parameter using the created first matrix and the eigenvalue vector. A parameter set is identified based on the determined score for each parameter.

Space dilating two-way variable selection

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Raleigh, NC, United States of America

Dan Kelly