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In order to do this, the power output values were considered as points of the Euclidean 2D space and the most significant point for each specific wind speed value was the one whose Euclidean distance [http://en.wikipedia.org/wiki/FKBPL FKBPL] to the other points was the shortest. Definition 2.? (Three most significant points of the power output of a WT at a specific wind speed value, for the case in which all the power output values are different from each other). Let Zijtij=[zij1,?zij2,��,?zijtij] denote a vector consisting of power output values, where i��?>0 is a specific wind speed value, j=1,��,11 represents the j-th WT, tij��?>0 (?>0: set of positive integers) is the total amount of power output values of the j-th WT at i?m/s, and zija��zijb ??a��b, where a,b?��??>0tij (?>0tij=1,��,tij). Thus, the probability is zero that any two or more [http://www.selleckchem.com/products/gsk1120212-jtp-74057.html www.selleckchem.com/products/gsk1120212-jtp-74057.html] of the elements of Zijtij have equal magnitudes. Suppose that zij(1) denotes the element of Zijtij whose Euclidean distance to the other elements is the shortest; zij(2) denotes the element whose Euclidean distance to the other elements is the second shortest; ... and zij(t) denotes the element whose Euclidean distance to the other elements is the longest. Then zij(1)[http://www.selleckchem.com/products/AZD2281(Olaparib).html selleck chemicals llc] and q equal observations zij(b1)=??=?zij(bq) but zij(a1)?��?zij(b1), the original vector Zijtij after arrangement in increasing order of magnitude will be denoted by zij(1)

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Brianoffice0 : Page créée avec « In order to do this, the power output values were considered as points of the Euclidean 2D space and the most significant point for each specific wind speed value was the ... »