EPISODE · Jun 2, 2025 · 22 MIN
Preference Learning with Response Time
from Best AI papers explained · host Enoch H. Kang
This academic paper introduces a new approach to preference learning by incorporating response time data alongside traditional binary choices. The authors highlight that while standard preference learning relies solely on which option a user prefers, the speed of the decision can provide valuable information about the strength of that preference. They propose novel methodologies, including a Neyman-orthogonal loss function, to leverage response time information based on the Evidence Accumulation Drift Diffusion model. Their theoretical analysis and experiments, including those on image-based preference tasks, demonstrate that this response time-augmented method significantly improves the sample efficiency and accuracy of learning human preferences compared to using only binary choice data. The research shows improved performance for both linear and non-linear reward models.
What this episode covers
This academic paper introduces a new approach to preference learning by incorporating response time data alongside traditional binary choices. The authors highlight that while standard preference learning relies solely on which option a user prefers, the speed of the decision can provide valuable information about the strength of that preference. They propose novel methodologies, including a Neyman-orthogonal loss function, to leverage response time information based on the Evidence Accumulation Drift Diffusion model. Their theoretical analysis and experiments, including those on image-based preference tasks, demonstrate that this response time-augmented method significantly improves the sample efficiency and accuracy of learning human preferences compared to using only binary choice data. The research shows improved performance for both linear and non-linear reward models.
NOW PLAYING
Preference Learning with Response Time
No transcript for this episode yet
Similar Episodes
Mar 31, 2026 ·54m
Mar 27, 2026 ·14m
Mar 24, 2026 ·42m
Mar 20, 2026 ·42m
Mar 17, 2026 ·41m
Mar 13, 2026 ·44m