Model Validation
Published data which measures contamination levels of HCWs' hands is scarce. In particular, Pittet et
al. (1999) is the only known published study that quantifies both cfu values along with the time spent
in the room by the HCW. However their methodology does not include surface swabbing and hence a
specific value for surface contamination, V, is not known. Nevertheless, assuming that other variables
such as HCW hand surface area, surface types and nursing behaviour are comparable between
scenarios, it is reasonable to compare the distribution shape by means of a Kendall-tau non-parametric
test of the simulated cfu from PAM and the measured data by Pittet et al. (Didier Pittet et al., 1999).
Specifically this is a measure of rank correlation or the similarity of the orderings of the data when
ranked by each of the quantities. This approach is used for comparing the differences between
individual observations with respect to each other to gain an insight into the overall data distribution.
Initial comparison shows a less-than perfect fit (p~0.2) and therefore the data from both PAM and
Pittet et al. was split into 4 groups corresponding to: Lower quartile (≤25%), lower-mid quartile
Model ValidationPublished data which measures contamination levels of HCWs ' hands is scarce. In particular, Pittet etall. (1999) is the only known published study that quantifies both cfu values along with the time spentin the room by the HCW. However their methodology does not include surface swabbing and hence aspecific value for surface contamination, V, is not known. Nevertheless, assuming that other variablessuch as HCW hand surface area, surface types and nursing behaviour are comparable betweenscenarios, it is reasonable to compare the distribution shape by means of a Kendall-tau non-parametrictest of the simulated cfu from PAM and the measured data by Pittet et al. (Didier Pittet et al., 1999).Specifically this is a measure of rank correlation or the similarity of the orderings of the data whenranked by each of the quantities. This approach is used for comparing the differences betweenindividual observations with respect to each other to gain an insight into the overall data distribution.Initial comparison shows a less-than perfect fit (p ~ 0.2) and therefore the data from both PAM andPittet et al. was split into 4 groups corresponding to: Lower quartile (≤25%), lower-mid quartile
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