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Human mobility world lines on urban topologies

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Diogène invente le théorème fondamental de la connaissance, entendez par théorème ce qui permet de voir; et celui-ci dit: les choses à voir, à connaitre, celle qui font comprendre toutes les autres: eau, feu... sont inintéressantes. (Michel Serres)

Abstract

In this paper we show some urban geometries generated by different human mobility types, in particular car and pedestrian mobility. These dynamical morphologies have been observed in many cities by working the Physics of the City Lab. Here we present two examples of the Torino car mobility network, some pedestrian trajectories in Marseille places, and crowding examples during the Venezia carnival. The pedestrian trajectories have been drawn by one of us, Mariateresa Sartori, a Venetian artist, using many video movies turned in a well defined spacetime framework, performing an artscience project on complex cities from Venezia to Marseille developed by us at IMERA, Marseille (2011–2012). In particular the investigations on walking pointed out which pedestrian world lines in general don’t follow Euclidean straight lines but more complex paths we guess due to the individual free will.

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References

  • Bazzani, A., Giorgini, B., Rambaldi, S.: Traffic and Crowd Dynamics: The Physics of the City—Encyclopaedia of Complexity and System Science, Editor-in-chief R.A. Meyers, pp. 00641, ISBN 978-0-387-75888-6, Springer, Berlin (2009a)

  • Bazzani, A., Giorgini, B., Rambaldi, S., Turchetti, G.: In: Diamantini, D., Martinotti, G (Eds.), The Physics of the City: Modeling Complex Mobility. Urban civilization from yesterday to the next day, pp. 215–249. ScriptaWeb, Napoli (2009b)

  • Giorgini, B., Bazzani, A., Rambaldi, S.: In: Giorgini, B., Bazzani, A., Rambaldi, S. (Eds.), Editorial: Physics and the City. In: Physics and the City Special Issue of Advances in Complex Systems ACS 10(2): pp 215–221). World Scientific Publishing Company, Singapore (2007)

  • Mamoli, M., Michieletto, P., Bazzani, A., Giorgini, B.: Venice as pedestrian city and tourist magnet. In: Proceedings of the Venice Transport International (2010)

  • Omodei, E., Bazzani, A., Rambaldi, S., Michieletto, P., Giorgini, B.: The Physics of the City : Pedestrian Dynamics and Crowding Panic Equation in Venezia (1–41). Qual Quan Int J Methodol, Springer, Electronic version ISSN 1573-78452012 doi:10.1007/s11135-012-9773-5 (2012)

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Acknowledgments

We thank very much the IMERA Institute for the nice hospitality and the interesting discussions in particular with Samuel Bordreuil, James K Gimzewski, Scott Gresham—Lancaster, Kathryn Gresham- Lancaster, Robert Ilbert, Roger Malina, Victoria Vesna. Moreover we are glad to thank le groupedunes which organized the exhibition Agoras de Marseille/Visions et geometries (11 July 2012 at La Friche de Marseille) where we had shown to a public of artists and scientist some results of our common work. A particular thinking by BG for Robert Ilbert that during the time of B.G. residence organized some interdisciplinary seminars on the chronotopoi in different context, and for various times scaling phenomena.

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Correspondence to Bruno Giorgini.

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Giorgini, B., Sartori, M. Human mobility world lines on urban topologies. Qual Quant 50, 1817–1831 (2016). https://doi.org/10.1007/s11135-015-0237-6

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  • DOI: https://doi.org/10.1007/s11135-015-0237-6

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