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IROS 2023

Optimizing Algorithms from Pairwise User Preferences

Conference Paper Accepted Paper Artificial Intelligence ยท Robotics

Abstract

Typical black-box optimization approaches in robotics focus on learning from metric scores. However, that is not always possible, as not all developers have ground truth available. Learning appropriate robot behavior in human-centric contexts often requires querying users, who typically cannot provide precise metric scores. Existing approaches leverage human feedback in an attempt to model an implicit reward function; however, this reward may be difficult or impossible to effectively capture. In this work, we introduce SortCMA to optimize algorithm parameter configurations in high dimensions based on pairwise user preferences. SortCMA efficiently and robustly leverages user input to find parameter sets without directly modeling a reward. We apply this method to tuning a commercial depth sensor without ground truth, and to robot social navigation, which involves highly complex preferences over robot behavior. We show that our method succeeds in optimizing for the user's goals and perform a user study to evaluate social navigation results.

Authors

Keywords

  • Measurement
  • Navigation
  • Closed box
  • Robot sensing systems
  • Robustness
  • Behavioral sciences
  • Tuning
  • User Preferences
  • Pairwise User
  • User Study
  • Depth Camera
  • Reward Function
  • Robot Behavior
  • Robotic Approach
  • Black-box Optimization
  • Collision
  • Heuristic
  • Step Size
  • Covariance Matrix
  • Parameter Settings
  • Classification Algorithms
  • Parameter Space
  • Pedestrian
  • Social Forces
  • User Feedback
  • Bayesian Optimization
  • Robot Motion
  • Sorting Function
  • High-dimensional Parameter Space
  • Robot Path
  • Laser Emission
  • Sorting Method
  • Stereo Matching
  • Crossover Probability

Context

Venue
IEEE/RSJ International Conference on Intelligent Robots and Systems
Archive span
1988-2025
Indexed papers
26578
Paper id
21920054835162858
v2026.09.13