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Method and device for signal analysis, process identification and monitoring of a technical process

  • US 5,748,508 A
  • Filed: 06/23/1995
  • Issued: 05/05/1998
  • Est. Priority Date: 12/23/1992
  • Status: Expired due to Fees
First Claim
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1. Device for carrying out consistent, expanded, fast and collinearity-free multiple regression in recursive form, for the purpose of the analysis or control of a technical process, comprising:

  • a processor (2) calculating the best Q regression models from data in a memory for the correlation matrix (123) which can be obtained via the unit for correlation calculation (132) from the memory (122) for the covariance matrix, and the memory for the regressor variances (115) entered or calculated beforehand, which are utilized for correction of the diagonal elements of the correlation matrix, andthat the regression models are classified in terms of their residue variance by the regression unit (102) of the processor (2), which is bus-controlled by the control and addressing unit (101), the residual variance of the model, regressor numbers and coefficients being deposited in the memory (116) provided for that purpose, andthat a locking memory (110), a memory for the diagonal elements and the dependent column of the regression matrix (111), a memory for the recursion matrix (113) with the offset-memory (112) belonging to the recursion matrix and a memory for the regression numbers (114) are provided for the realization of the recursive method, andthat the regression unit (102) must perform several actions for the recursion level p, includingthat first of all those regressors are determined which make a small contribution to the model, and if necessary the regressors are locked (110), the offset for the recursion matrix is stored (112), the regressor rows of the new recursion matrix (113) and the new diagonal elements and the dependent column (111) are calculated, and the residual regressor numbers (114) stored,that those regressors, located within the collinearity cone of the current model, are determined and locked (110) with the help of the data from the memory for the regressor variances (115),that the most significant regressor from those remaining is searched, that regressor is selected which yields the model with the smallest residual variance and at the same time passes the F test known from statistics, andthat, in the event of an unsuccessful search, the residual variance of the current model is utilized for the classification of this model between the best Qs, with the help of the residual variances of the models (116) already found, in which case, if the residual variance is smaller or equal to the largest stored residual variance, or currently less than Q models were found, the residual variance, the regression numbers and coefficients are stored in memory for the best models (116), and thereafter the regression unit (102) returns to the recursion level p-1, and its context is loaded from the corresponding memories (110 through

         114),that, in the event of a successful search for a significant regressor, the group of regressors within the collinearity cone of the best regressor is found with the values of the regressor variances (115),that each of these regressors is incorporated into the model individually, one after the other, while the remaining ones from the collinear group remain locked (110), and with the precondition that none of the regression coefficients already found undergoes a sign change, the rows of the recursion matrix (113) for the new regressor and the new diagonal elements and the dependent column (111) are calculated and the recursion level p+1 selected,that, after processing of the collinear regressors, the change is made to the recursion level p-1, its context being loaded from the corresponding memories (110 through

         114).

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