Abstract-Public transport smartcard data can be used to detect large crowds. By comparing smartcard data with statistics on habitual behavior (e.g. average by time of day), one can specifically identify non-habitual crowds, which are often problematic for the transport system. While habitual overcrowding (e.g. during peak hour) is well understood by traffic managers and travelers, non-habitual overcrowding hotspots can be very disruptive given that they are generally unexpected. By quickly understanding and reacting to cases of overcrowding, transport managers can mitigate transport system disruptions.We propose a probabilistic data analysis model that breaks each non-habitual overcrowding hotspot into a set of explanatory components. Potential explanatory components are retrieved from social networks and special events websites and then processed through text-analysis techniques. We then use the probabilistic model to estimate each components specific share of total overcrowding counts.We first validate with synthetic data and then test our model with real data from Singapores public transport system (EZLink), focused on 3 case study areas. We demonstrate that it is able to generate explanations that are intuitively plausible and consistent both locally (correlation coefficient, CC, from 85% to 99% for the 3 areas) and globally (CC from 41.2% to 83.9%).This model is directly applicable to domains that are sensitive to crowd formation due to large social events (e.g. communications, water, energy, waste).

Figure 1 Visualizations of the urban mobility created by applying the Metaball technique to colorize the pixels, the two images on the left, and to colorize the vertices of the map with global view, the image on the right.

Representing large amounts of flows involves dealing with the representation of directionality and the reduction of visual cluttering. This article describes the application of two flow representation techniques to the visualization of transitions of customers among supermarkets over time. The first approach relies in arc representations together with a combination of methods to represent directionality of transitions. The other approach uses a swarm-based system in order to reduce visual clutter, bundling edges in an organic fashion and improving clarity.

No abstract

No abstract