Dynamics of Urban Systems and Public Transportation Networks
Visiting speaker
Simone Daniotti
PhD candidate at the Complexity Science Hub Vienna and visiting reseach fellow at Harvard Kennedy School
Past Talk
In-person
Thursday
Dec 7, 2023
Watch video
3:30 pm
EST
Virtual
177 Huntington Ave.
11th floor
11th floor
Devon House
58 St Katharine's Way
London E1W 1LP, UK
58 St Katharine's Way
London E1W 1LP, UK
Urban systems and public transportation networks are integral to modern societies, exhibiting intricate dynamics and vulnerabilities that impact daily life. We tackle these challenges using approaches rooted in complexity science.
The first study leverages statistical modeling and deep learning to predict diverse urban phenomena. Analyzing data on the movements of car-sharing vehicles, the study not only identifies significant observables driving urban dynamics but also introduces a robust forecasting tool applicable to urban planning, transportation, and epidemic-spreading modeling. The framework reveals the relevance of statistical inference in understanding the fundamental forces shaping urban systems.
Complementing this, the second study addresses the challenges of delay propagation in public railway systems. Recognizing that minor disruptions can lead to widespread delays, the study introduces a systemic risk-based approach for managing delay cascades nationally. By computing the systemic impact of each train in a detailed impact network, the study identifies structural weaknesses in railway networks. It proposes an optimal allocation of shared resources to minimize delays with cost-effective solutions. This systemic approach aligns with detailed agent-based simulations. It offers a practical and intuitive framework for delay management, emphasizing the importance of understanding the interplay between trains, infrastructure, and operational units.
Together, these studies provide a comprehensive perspective on the dynamics of urban systems and public transportation networks, highlighting the importance of robust modeling and complex network approaches for a deeper understanding and effective management of these complex systems.
This talk will focus on the two works below:
- Daniotti, Simone, et al. "A maximum entropy approach for the modelling of car-sharing parking dynamics." Scientific Reports 13.1 (2023): 2993.
- Daniotti, Simone, et al. "Systemic risk approach to mitigate delay cascading in railway networks." arXiv preprint arXiv:2310.13773 (2023).
About the speaker
About the speaker
Simone Daniotti has been a PhD candidate at the Complexity Science Hub Vienna since October 2021 and joined the Growth Lab at Harvard Kennedy School as a visiting research fellow in September 2023.
He received his master’s degree in physics at the University of Studies of Milano with a thesis in collaboration with Sony Computer Science Laboratories Paris entitled “Maximum Entropy Approach for the prediction of Urban Mobility Patterns”. In this work, Simone studied the activity and the correlations between different zones of a metropolitan area, using statistical inference and machine learning models.
Currently, Simone is pursuing his PhD at the Complexity Science Hub Vienna and TU Wien. His research interest lies in the crossing point of social science and mathematics. His primary areas of focus revolve around mobility, public transportation, and the economic aspects of urban environments. He employs various methodologies, including complex network analysis, statistical methods, and agent-based simulations, to explore and understand these topics.
Simone Daniotti has been a PhD candidate at the Complexity Science Hub Vienna since October 2021 and joined the Growth Lab at Harvard Kennedy School as a visiting research fellow in September 2023.
He received his master’s degree in physics at the University of Studies of Milano with a thesis in collaboration with Sony Computer Science Laboratories Paris entitled “Maximum Entropy Approach for the prediction of Urban Mobility Patterns”. In this work, Simone studied the activity and the correlations between different zones of a metropolitan area, using statistical inference and machine learning models.
Currently, Simone is pursuing his PhD at the Complexity Science Hub Vienna and TU Wien. His research interest lies in the crossing point of social science and mathematics. His primary areas of focus revolve around mobility, public transportation, and the economic aspects of urban environments. He employs various methodologies, including complex network analysis, statistical methods, and agent-based simulations, to explore and understand these topics.
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