Urban Traffic Vulnerability Analysis using Ridesharing Application Data
Abstract
Complex network theory has been used to model the urban traffic of road systems. The urban traffic can be modeled as a graph characterized by complex network metrics. According to the literature, if there is a problem of traffic congestion or disruption, an evaluation of the degree of vulnerability or resilience of the system in the search for solutions is made. An approach for evaluation the vulnerability of urban traffic is proposed through the complex network metrics generated from an open data set obtained by the Ridesharing application Uber, using targeted failures. As a differential, in relation to the literature, this approach uses the skewness to assess the vulnerability of urban traffic.
References
Balijepalli, Chandra, Oppong, Olivia (2014) Measuring vulnerability of road network considering the extent of serviceability of critical road links in urban areas, Journal of Transport Geography, 39, pp. 145-155.
Borgatti, Stephen P. (2005) Centrality and network flow, Social networks ,27, pp. 55- 71.
Chen, Bi Yu, Lam Willian H. K., Sumalee, A., Li, Qingquan, Li, Zhi-Chun (2012) Vulnerability analysis for large-scale and congested road networks with demand uncertainty, Transportation Research Part A: Policy and Practice 46.3, pp. 501-516
Easley, D., Jon K. (2010) “Networks, Crowds, and Markets”, Vol. 8, Cambridge:Cambridge University Press.
Ferber, C., Berche, B., Holovatch, T., Holovatch Yu. (2012) A tale of Two Cities Vulnerabilities of the London and Paris Transit Networks, J Transp. Secur. 5. 199/216.
Hagberg, A., Swart, P., Chult, D. (2008) “Exploring Network Structure, Dynamics, and Function Using NetworkX”. in Proceedings of the 7th Python in Science Conference (SciPy2008), pp. 11-15.
Jenelius, E., Mattsson L-G. (2015) Vulnerability and resilience of transport systems — A discussion of recent research, Transportation Research Part 4, 81, pp. 16-34.
Joanes, D. N., Gill, C. A. (1998). Comparing measures of sample skewness and kurtosis. Journal of the Royal Statistical Society: Series D (The Statistician) 47, pp. 183-189.
Latora, V., Marchiori, M. (2001) Efficient behavior of small-world networks. Physical review letters 87.19, pp.198701.
Nist (2003), “Engineering Statistics Hanbook”, https://www.itl.nist.gov/div898/handbook/eda/section3/eda35b.htm
Pearson, M., Sagastuy, J., Samaniego, S. (2017) “Traffic Flow Analysis Using Uber Movement Data”, htts:// snap.stanford.edu/class/projects/
Saramãki, J., Kivel, M., Onnela, J-P., Kaskil, K., Kertész, J. (2007) Generalizations of the Clustering Coefficient to Weighted Complex Networks, Physical Review E, 75.2,pp. 027105.
Sebastiani, M., Luders R., Fonseca K. (2016) “Evaluating electric bus operation for a real-world BRT public transportation using simulation optimization,” IEEE Trans. Intel. Transp. Sys., vol. 99, pp. 1-10.
Uber (2019) “Uber Movement”, https://movement.uber.com/
Vonu P., Tang L., Vassilakis W. (2011) “Spatio-temporal effects of bus arrival time information,” in Proceedings of the 4th ACM SIGSPATIAL International Workshopon Computational Transportation Science, CTS "11, (New York, NY, USA), pp. 6-11.
