AI & ML
Edge-Assisted Crowdsensing for Explainable Cyclist Safety Perception
arXiv eess.IV0 views
arXiv:2611.08441v1 Announce Type: cross Abstract: Cyclist fatality rates remain high despite policy support for active travel, and autonomous vehicles add complexity to mixed traffic. Neither crash statistics nor multi-model detection pipelines scale to continuous monitoring of perceived safety along a route. We present an edge-assisted crowdsensing system: handlebar cameras supply street-level frames, a vision-language model (VLM) turns each frame into structured traffic attributes through a single prompt, and an explainable boosting machine (EBM) combines them with OpenStreetMap road infrastructure and on-bike kinematics to predict a crowdsourced 1-9 safety score. Extraction belongs at the network edge: the fastest self-hosted model needs 2.49 s per frame and scoring takes 0.4 ms on a CPU. On 1,362 annotated frames from two London routes, the EBM regressor reaches 72.2 percent binary accuracy and a mean absolute error of 1.011 under five-fold cross-validation. It is within one accuracy point of black-box ensembles. Its per-feature shape functions give exact attribution: physical lane separation is worth +0.97 rating points, a painted lane +0.70 and a construction site -0.65. Planners can therefore price an infrastructure change in rating points, and the results enter cost-benefit analysis directly. We also report inter-annotator agreement (alpha = 0.4695), an attribute audit, and a sensitivity analysis linking attribute error to accuracy. With re-encoding, a 20 s sampling interval serves 1,000 riders at 54 Mbit/s at a cost of 1.4 accuracy points, making continuous monitoring practical.
Source:https://arxiv.org/abs/2611.08441PreviousOraRefer: Segmentation-Guided Multi-Photograph Fusion for Oral Cancer Screening with Guaranteed Patient-Level SensitivityNextCCMP: Class-Conditional Multicollinearity Pruning for High-Dimensional Feature Selection
Related posts
Geometric Functional Inequalities for Markov Processes: An Invitation via the Langevin Diffusion
0arXiv stat.CO
A Unified Coordinate Descent Framework for Penalized Longitudinal Log-Contrast Quantile Regression
0arXiv stat.CO
Fast Functional Clustering via Closed-Form Covariance Updates
0arXiv stat.CO
marp: Model-Averaged Inference for Parametric Renewal Processes in R
0arXiv stat.CO
dsp: An R Package for Bayesian Time Series Modeling with the Dynamic Shrinkage Process
0arXiv stat.CO
Machine Learning Fundamentals: Understanding How Machines Learn from Data
0dev.to Discuss