Andersson, Niklas, Lund University, Sweden
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Vol 3, No 1 (2016) - Articles
Parameter Selection in the Parameter Estimation of Grade Transitions in a Polyethylene Plant
Abstract PDF
Studies in Engineering and Technology ISSN 2330-2038 (Print) ISSN 2330-2046 (Online)
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)
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)
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