Timezone: »
Uncertainty modeling is critical in trajectory-forecasting systems for both interpretation and safety reasons. To better predict the future trajectories of multiple agents, recent works have introduced interaction modules to capture interactions among agents. This approach leads to correlations among the predicted trajectories. However, the uncertainty brought by such correlations is neglected. To fill this gap, we propose a novel concept, collaborative uncertainty (CU), which models the uncertainty resulting from the interaction module. We build a general CU-based framework to make a prediction model learn the future trajectory and the corresponding uncertainty. The CU-based framework is integrated as a plugin module to current state-of-the-art (SOTA) systems and deployed in two special cases based on multivariate Gaussian and Laplace distributions. In each case, we conduct extensive experiments on two synthetic datasets and two public, large-scale benchmarks of trajectory forecasting. The results are promising: 1) The results of synthetic datasets show that CU-based framework allows the model to nicely rebuild the ground-truth distribution. 2) The results of trajectory forecasting benchmarks demonstrate that the CU-based framework steadily helps SOTA systems improve their performances. Specially, the proposed CU-based framework helps VectorNet improve by 57 cm regarding Final Displacement Error on nuScenes dataset. 3) The visualization results of CU illustrate that the value of CU is highly related to the amount of the interactive information among agents.
Author Information
Bohan Tang (University of Oxford)
Yiqi Zhong (University of Southern California)
Ulrich Neumann (USC)
Gang Wang (Beijing Institute of Technology)
Gang Wang received the B.Eng. degree in Electrical Engineering and Automation from the Beijing Institute of Technology, Beijing, China, in 2011. He is currently a Ph.D. candidate in the Department of Electrical and Computer Engineering at the University of Minnesota. His research interests focus on the areas of high-dimensional statistical learning, and nonconvex optimization, and deep learning. He received the National Scholarship from China in 2014, the Student Travel Grant from the Signal Processing Community in 2016, and a Best Student Paper Award at the 2017 European Signal Processing Conference.
Siheng Chen (MERL)
Ya Zhang (Cooperative Medianet Innovation Center, Shang hai Jiao Tong University)
More from the Same Authors
-
2022 Spotlight: Where2comm: Communication-Efficient Collaborative Perception via Spatial Confidence Maps »
Yue Hu · Shaoheng Fang · Zixing Lei · Yiqi Zhong · Siheng Chen -
2022 Poster: Where2comm: Communication-Efficient Collaborative Perception via Spatial Confidence Maps »
Yue Hu · Shaoheng Fang · Zixing Lei · Yiqi Zhong · Siheng Chen -
2021 Poster: Learning to Learn Graph Topologies »
Xingyue Pu · Tianyue Cao · Xiaoyun Zhang · Xiaowen Dong · Siheng Chen -
2021 Poster: Learning Distilled Collaboration Graph for Multi-Agent Perception »
Yiming Li · Shunli Ren · Pengxiang Wu · Siheng Chen · Chen Feng · Wenjun Zhang -
2020 Poster: Graph Cross Networks with Vertex Infomax Pooling »
Maosen Li · Siheng Chen · Ya Zhang · Ivor Tsang -
2020 Oral: Graph Cross Networks with Vertex Infomax Pooling »
Maosen Li · Siheng Chen · Ya Zhang · Ivor Tsang -
2019 Poster: Deep RGB-D Canonical Correlation Analysis For Sparse Depth Completion »
Yiqi Zhong · Cho-Ying Wu · Suya You · Ulrich Neumann -
2019 Poster: DISN: Deep Implicit Surface Network for High-quality Single-view 3D Reconstruction »
Qiangeng Xu · Weiyue Wang · Duygu Ceylan · Radomir Mech · Ulrich Neumann -
2018 Poster: Masking: A New Perspective of Noisy Supervision »
Bo Han · Jiangchao Yao · Gang Niu · Mingyuan Zhou · Ivor Tsang · Ya Zhang · Masashi Sugiyama -
2017 Poster: Solving Most Systems of Random Quadratic Equations »
Gang Wang · Georgios Giannakis · Yousef Saad · Jie Chen -
2016 Poster: Solving Random Systems of Quadratic Equations via Truncated Generalized Gradient Flow »
Gang Wang · Georgios Giannakis