2014
DOI: 10.1109/tvcg.2014.2346449
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Using Topological Analysis to Support Event-Guided Exploration in Urban Data

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Cited by 65 publications
(42 citation statements)
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“…Even though our focus in this work is to enable seamless interaction on visual analysis tools, we would like to note that the spatial aggregation has utility in a variety of applications in several fields. For example, this type of query is commonly used to generate scalar functions for topological data analysis [11,16,37]. While these applications might not require interactivity per se, having fast response times would definitely improve analysis efficiency.…”
Section: Select Agg(a I ) From P R Where Ploc Inside Rgeometry [Anmentioning
confidence: 99%
“…Even though our focus in this work is to enable seamless interaction on visual analysis tools, we would like to note that the spatial aggregation has utility in a variety of applications in several fields. For example, this type of query is commonly used to generate scalar functions for topological data analysis [11,16,37]. While these applications might not require interactivity per se, having fast response times would definitely improve analysis efficiency.…”
Section: Select Agg(a I ) From P R Where Ploc Inside Rgeometry [Anmentioning
confidence: 99%
“…However, a major 122 drawback of visual data integration is that it can result in information loss (Lins et al 2013) and can be 123 onerous to operate as it often requires a large amount of trial-and-error to adequately explore a data set (Gu 124 and Wang 2013). Additionally, previous works (Bocconi et al 2015;Lopez et al 2012) have utilized pre-125 defined schemas representing certain task demands to integrate fixed data, sensor data and live social media 126 data while other studies have aimed to directly integrate the knowledge embedded in urban data through 127 machine learning (Zheng 2015) or computational typological analysis (Doraiswamy et al 2014). While 128 useful for specific tasks, such methods have limited flexibility and reusability because they introduce task-129 specific biases.…”
Section: Demand Centric Integration Methods 118mentioning
confidence: 99%
“…Doraiswamy et al . [DFD*14] formalized the relationship of regions in traffic data using topological persistence over a scalar function. The scalar function is usually but not constrained to the densities of traffic over a spatial domain.…”
Section: Structure‐wise Representations and Techniquesmentioning
confidence: 99%