2006
DOI: 10.1109/titb.2005.859885
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Information Mining Over Heterogeneous and High-Dimensional Time-Series Data in Clinical Trials Databases

Abstract: An effective analysis of clinical trials data involves analyzing different types of data such as heterogeneous and high dimensional time series data. The current time series analysis methods generally assume that the series at hand have sufficient length to apply statistical techniques to them. Other ideal case assumptions are that data are collected in equal length intervals, and while comparing time series, the lengths are usually expected to be equal to each other. However, these assumptions are not valid f… Show more

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Cited by 24 publications
(21 citation statements)
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“…This streamlines and accelerates data collection protocols. Data mining over trial data has been proposed as a method to identify predictive biomarkers of a treatment effect [76] or determining relevant groups of interest [77] by combining the details from several studies. These indicators may serve to specify the set of biomedical markers of interest where a pervasive health monitoring system can subsequently place special emphasis on.…”
Section: E Sources Of Data and Heterogeneitymentioning
confidence: 99%
“…This streamlines and accelerates data collection protocols. Data mining over trial data has been proposed as a method to identify predictive biomarkers of a treatment effect [76] or determining relevant groups of interest [77] by combining the details from several studies. These indicators may serve to specify the set of biomedical markers of interest where a pervasive health monitoring system can subsequently place special emphasis on.…”
Section: E Sources Of Data and Heterogeneitymentioning
confidence: 99%
“…To analyse the similarity of trajectories, we initially consider them as time series data (Altiparmak et al, 2006). Each time series is considered as a mathematical curve in a two-dimensional coordinate space with time on the x-axis.…”
Section: Trajectory Analysismentioning
confidence: 99%
“…Trajectories can therefore be grouped by performing clustering on the dataset of numerically calculated first and second derivatives of each trajectory. Such slope based similarity computations are used for clustering of time series (Altiparmak et al 2006), however, there, only the first derivative of the time series (i.e. mathematical slope) is considered, while we add the second derivative (the rate of change of mathematical slope), for a more detailed approach and a more complex description of the movement being studied.…”
Section: Clusteringmentioning
confidence: 99%