Evaluation Beyond Task Performance: Analyzing Concepts in AlphaZero in
Hex
- URL: http://arxiv.org/abs/2211.14673v1
- Date: Sat, 26 Nov 2022 21:59:11 GMT
- Title: Evaluation Beyond Task Performance: Analyzing Concepts in AlphaZero in
Hex
- Authors: Charles Lovering, Jessica Zosa Forde, George Konidaris, Ellie Pavlick,
Michael L. Littman
- Abstract summary: We investigate AlphaZero's internal representations in the game of Hex using two evaluation techniques from natural language processing (NLP): model probing and behavioral tests.
We find that concepts related to short-term end-game planning are best encoded in the final layers of the model, whereas concepts related to long-term planning are encoded in the middle layers of the model.
- Score: 39.001544338346655
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: AlphaZero, an approach to reinforcement learning that couples neural networks
and Monte Carlo tree search (MCTS), has produced state-of-the-art strategies
for traditional board games like chess, Go, shogi, and Hex. While researchers
and game commentators have suggested that AlphaZero uses concepts that humans
consider important, it is unclear how these concepts are captured in the
network. We investigate AlphaZero's internal representations in the game of Hex
using two evaluation techniques from natural language processing (NLP): model
probing and behavioral tests. In doing so, we introduce new evaluation tools to
the RL community and illustrate how evaluations other than task performance can
be used to provide a more complete picture of a model's strengths and
weaknesses. Our analyses in the game of Hex reveal interesting patterns and
generate some testable hypotheses about how such models learn in general. For
example, we find that MCTS discovers concepts before the neural network learns
to encode them. We also find that concepts related to short-term end-game
planning are best encoded in the final layers of the model, whereas concepts
related to long-term planning are encoded in the middle layers of the model.
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