2003
DOI: 10.1057/palgrave.ivs.9500043
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A Framework for Augmenting the Visualization of Dynamic Raster Surfaces

Abstract: Animated sequences of raster images that represent continuously varying surfaces, such as a temporal series of an evolving landform or an attribute series of socio-economic variation, are often used in an attempt to gain insight from ordered sequences of raster spatial data. Despite their aesthetic appeal and condensed nature, such representations are limited in terms of their suitability for prompting ideas and offering insight due to their poor information delivery and the lack of the levels of interactivity… Show more

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Cited by 14 publications
(5 citation statements)
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“…Volume rendering techniques are used to visually represent the results (Demšar and Virrantaus 2010). Another way of transforming movement data is deriving a series of continuous surfaces, which are further abstracted to networks of topological features: peaks, pits, channels, ridges, and saddles (Rana and Dykes 2003). This method may be particularly suitable for pre-processing graphics to be used in animations.…”
Section: Dealing With Large Data Setsmentioning
confidence: 99%
“…Volume rendering techniques are used to visually represent the results (Demšar and Virrantaus 2010). Another way of transforming movement data is deriving a series of continuous surfaces, which are further abstracted to networks of topological features: peaks, pits, channels, ridges, and saddles (Rana and Dykes 2003). This method may be particularly suitable for pre-processing graphics to be used in animations.…”
Section: Dealing With Large Data Setsmentioning
confidence: 99%
“…Once the animation stops, additional detail such as overlaid dot maps can provide more information on the current situation. Alternatively, extracting features from surfaces can be another option to reduce graphical complexity (Rana & Dykes, 2003).…”
Section: Discussion Of Evaluationmentioning
confidence: 99%
“…Compared to other methods for spatial analysis (e.g., Gettis-Ord Gi* and point density analysis), KDA minimizes the effect of unbalanced sample distribution by fitting a weight function at each data point. Additionally, the smoothing effect of KDA allows for better data visualization (Maciejewski et al 2010; Rana and Dykes 2003). Recognizing that perceived risk might vary significantly by the time of day, analyses were stratified by time .…”
Section: Phase I: Perception Of Risk On Campusmentioning
confidence: 99%