Matches in Ubergraph for { <http://purl.obolibrary.org/obo/OBI_0200116> ?p ?o ?g. }
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- OBI_0200116 BFO_0000055 BFO_0000001 @default.
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- OBI_0200116 IAO_0000111 "loess fitting" @default.
- OBI_0200116 IAO_0000114 IAO_0000122 @default.
- OBI_0200116 IAO_0000115 "A loess fitting is a curve fitting obtained by localized regression. The latter refers to fitting a polynomial (straight line, quadratic, cubic, etc) to data values within a window covering a fraction of the total number of observations. As the window slides along the axis, a new polynomial is fit to the observations falling within the window. This continues until all points are fit with a local polynomial. The results are then smoothed together to form a curve. The smoothness of loess fits is controlled by a smoothing parameter (often denoted as alpha, usually between 1/4 and 1) and the degree of the polynomial that is fitted by the method (usually denoted by lambda)." @default.
- OBI_0200116 IAO_0000117 "Monnie McGee" @default.
- OBI_0200116 IAO_0000117 "Philippe Rocca-Serra" @default.
- OBI_0200116 IAO_0000119 "ARTICLE: Mathematical details of loess fits are given in Cleveland, William (1993) Visualizing Data. Hobart Press, Summit, New Jersey, pp. 94-101." @default.
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- OBI_0200116 type Class @default.
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- OBI_0200116 label "loess fitting" @default.
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