Road accidents represent a concern for modern societies, especially in poor and developing countries. In this paper, we develop a road safety model assuming that the car crashes recorded in Milan (Italy) during 2019 can be appropriately modelled as a realisation of a spatio-temporal point process on a linear network. We adopt a separable first-order intensity function with spatial and temporal components. The temporal dimension is estimated semi-parametrically using an additive Poisson regression model. The spatial dimension is estimated semi-parametrically considering a fixed effect related to the road class and a b-spline transformation of two potentially relevant space-varying covariates, namely the traffic flows and the distance to the closest road sign. This approach permits us to analyse traffic accidents at a very granular spatial scale, hence avoiding potential biases due to data aggregation.
Gilardi, A. (2026). Analysing the Relationship Between Traffic Flows, Road Infrastructure, and Car Crashes Data: An Approach Based on Spatiotemporal Point Patterns on Linear Networks. In F.M. Chelli, C. Crocetta, S. Ingrassia, M.C. Recchioni (a cura di), Statistical Learning, Sustainability and Impact Evaluation SIS 2023, Ancona, Italy, June 21–23 Conference proceedings (pp. 201-212). Springer [10.1007/978-3-032-10630-8_16].
Analysing the Relationship Between Traffic Flows, Road Infrastructure, and Car Crashes Data: An Approach Based on Spatiotemporal Point Patterns on Linear Networks
Gilardi, Andrea
2026
Abstract
Road accidents represent a concern for modern societies, especially in poor and developing countries. In this paper, we develop a road safety model assuming that the car crashes recorded in Milan (Italy) during 2019 can be appropriately modelled as a realisation of a spatio-temporal point process on a linear network. We adopt a separable first-order intensity function with spatial and temporal components. The temporal dimension is estimated semi-parametrically using an additive Poisson regression model. The spatial dimension is estimated semi-parametrically considering a fixed effect related to the road class and a b-spline transformation of two potentially relevant space-varying covariates, namely the traffic flows and the distance to the closest road sign. This approach permits us to analyse traffic accidents at a very granular spatial scale, hence avoiding potential biases due to data aggregation.| File | Dimensione | Formato | |
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