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Spectral centrality measures in temporal networks
Ars Mathematica Contemporanea, 2015In our previous article we defined temporal quantities used for the description of temporal networks with zero latency and we showed that some centrality measures (e.g. degree, betweenness, closeness) can be extended to the case of temporal networks. In this article we broaden the scope of centrality measures in temporal networks to centrality measures
Batagelj, Vladimir, Praprotnik, Selena
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Measuring central venous pressure
Nursing Standard, 2007Central venous pressure measurement is often associated with intensive and critical care settings. However, with increasing numbers of critically ill patients being cared for on medical and surgical wards, it is essential that nursing staff are able to record central venous pressure measurement accurately and recognise normal and abnormal parameters as
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Operational measures of central tendency
Applied Mathematics and Computation, 2007The shifting operator provides new formulas for estimating the center of data obtained by repeated attempts to measure a response. The data are sorted by magnitude and the estimates are based on polynomial- and exponential-type formulas. The estimators are easy to apply. On known examples they can be more accurate than the mean and the median.
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Perturbation Analysis of Centrality Measures
Proceedings of the International Conference on Advances in Social Networks Analysis and Mining, 2023Natalia Meshcheryakova, Sergey Shvydun
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Discriminating Power of Centrality Measures in Complex Networks
IEEE Transactions on Cybernetics, 2022Qi Bao, Zhongzhi Zhang
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Measures of central tendency and measures of dispersion
1997The previous two chapters looked at ways of describing data in tabular and graphical form. These forms of describing data give some sense of the overall distribution of cases. However, we sometimes want to capture something a little more specific about the data: what does the ‘typical’ or ‘average’ case look like?
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Convex combinations of centrality measures
Journal of Mathematical Sociology, 2021Kiam Heong Kwa
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