AN OPTIMAL DEGREE OF COMPLEXITY OF A SIMPLIFIED MODEL

Journal Title: Metrology and Measurement Systems - Year 2007, Vol 14, Issue 2

Abstract

A simplified model can be created using one of the already known mathematical methods (series expansion of a function, truncating continued fraction expansion [1] and so forth) if the analytic form of the full model is known or using regression to determine the optimal parameters of the model with arbitrary assumed structure. If the measured accuracy of input variables can be obtained, the optimal degree of complexity of the model can be determined.

Authors and Affiliations

MAGDALENA BOĆKOWSKA, ADAM ŻUCHOWSKI

Keywords

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  • EP ID EP113120
  • DOI -
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How To Cite

MAGDALENA BOĆKOWSKA, ADAM ŻUCHOWSKI (2007). AN OPTIMAL DEGREE OF COMPLEXITY OF A SIMPLIFIED MODEL. Metrology and Measurement Systems, 14(2), 275-282. https://europub.co.uk./articles/-A-113120