7 research outputs found
Relational Fusion Networks: Graph Convolutional Networks for Road Networks
The application of machine learning techniques in the setting of road
networks holds the potential to facilitate many important intelligent
transportation applications. Graph Convolutional Networks (GCNs) are neural
networks that are capable of leveraging the structure of a network. However,
many implicit assumptions of GCNs do not apply to road networks. We introduce
the Relational Fusion Network (RFN), a novel type of GCN designed specifically
for road networks. In particular, we propose methods that outperform
state-of-the-art GCNs by 21%-40% on two machine learning tasks in road
networks. Furthermore, we show that state-of-the-art GCNs may fail to
effectively leverage road network structure and may not generalize well to
other road networks.Comment: IEEE Transactions on Intelligent Transportation Systems (2020). arXiv
admin note: substantial text overlap with arXiv:1908.1156
Improving Cost Estimation Models with Estimation Updates and road2vec: a Feature Learning Framework for Road Networks
UniTE - The Best of Both Worlds - Unifying Function-Fitting and Aggregation-Based Approaches to Travel Time and Travel Speed Estimation.
L'ereditĂ digitale. Tra reale e virtuale
We present analysis techniques for large trajectory data sets that aim to
provide a semantic understanding of trajectories reaching beyond them being
point sequences in time and space. The presented techniques use a driving
preference model w.r.t. road segment traversal costs, e.g., travel time and
distance, to analyze and explain trajectories.
In particular, we present trajectory mining techniques that can (a) find
interesting points within a trajectory indicating, e.g., a via-point, and (b)
recover the driving preferences of a driver based on their chosen trajectory.
We evaluate our techniques on the tasks of via-point identification and
personalized routing using a data set of more than 1 million vehicle
trajectories collected throughout Denmark during a 3-year period. Our
techniques can be implemented efficiently and are highly parallelizable,
allowing them to scale to millions or billions of trajectories