deletions | additions       diff --git a/Uncertainty.tex b/Uncertainty.tex  index b936fed..caf7401 100644  --- a/Uncertainty.tex  +++ b/Uncertainty.tex 
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\beta^i(x) = w^{i}_{s} \sum_{H} m_{s}^{h} \, \chi_{s}(x) \, \chi^{h}(\beta^{i}(x))  \end{equation}  The weights are bounded between zero and one. Partial data points will assume a weight of zero and will be completely ignored from the analysis of the sample volume. Meanwhile, a weight of one indicates complete information that and assumes total confidence in the local state information that is sampled. A dataset is partial if EQUATION,i such that $w_s^i=0$. $\exists, i,s \mid w_s^i=0$.  Any weights between zero and one indicate uncertain data points.(Figure yy(b))