2013
DOI: 10.4038/jnsfsr.v41i1.5327
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A linear programming approach to fitting an upper quadratic boundary line to natural rubber data

Abstract: Abstract:the maximum or minimum response in a cause and effect of boundary points especially when there are not any multiple responses at values of the explanatory variable is ad hoc. Existing methods involve dividing the range of explanatory variable into bins and considering points with the maximum response or the response above some value in each bin. However, the results depend heavily on the way of dividing into bins and the number of bins. There is no agreement on the best way of dividing or the number o… Show more

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Cited by 6 publications
(4 citation statements)
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“…Milne et al, 2006). For more information in this regards, readers can refer to Makowski et al,(2007); Banneheka et al (2013); Shatar and McBratney (2004); Riffel (2012); Kitchen et al (2003); Tasistro (2012); Schnug et al (1996), and Huang et al (2008). In this study data points from the upper edge of the data cloud were selected by eye and then an appropriate function was fitted to these points.…”
Section: Yield Gap Assessment Based On Boundary Line Analysismentioning
confidence: 99%
“…Milne et al, 2006). For more information in this regards, readers can refer to Makowski et al,(2007); Banneheka et al (2013); Shatar and McBratney (2004); Riffel (2012); Kitchen et al (2003); Tasistro (2012); Schnug et al (1996), and Huang et al (2008). In this study data points from the upper edge of the data cloud were selected by eye and then an appropriate function was fitted to these points.…”
Section: Yield Gap Assessment Based On Boundary Line Analysismentioning
confidence: 99%
“…Milne et al, 2006). For more information in this terms, readers can refer to Schnug et al (1996); Kitchen et al (2003); Shatar and McBratney (2004); Makowski et al (2007); Huang et al (2008); Riffel (2012); Tasistro (2012); Banneheka et al (2013) and Patrignani et al (2014). For simplicity, in the present study is the selection of the data points from the outer edge of the data by eye and then fitting an appropriate function to the points; iii) the final step is to fit a function to the data points obtained from the second step.…”
Section: Yield Gap Assessment Based On Boundary Line Analysismentioning
confidence: 99%
“…Milne et al, 2006). For more information in this regards, readers can refer to: Schnug et al (1996); Kitchen et al (2003); Shatar and McBratney (2004); Makowski et al (2007); Huang et al (2008); Riffel (2012); Tasistro (2012); Banneheka et al (2013); and Patrignani et al (2014). For simplicity, in the present study is the selection of the data points from the outer edge of the data by eye and then fitting appropriate function to the points.…”
Section: Boundary Line Analysismentioning
confidence: 99%