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On the Analysis of Complex Backup Strategies in Monte Carlo Tree Search

ICML 2016 · Probabilistic and scientific modeling › Molecules and proteins · approach: Machine learning for physical simulation · 14 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use off-policy MaxMCTS(lambda=0) instead of Monte Carlo backupMCTS with uniform selection · IPC Elevatorsmean reward: -109.67 -> -83.95Helped
use MaxMCTS(lambda=0.3) instead of Monte Carlo backupMCTS with uniform selection · IPC Reconmean reward: 0.0 -> 1.67Helped
use MaxMCTS(lambda=0.7) instead of Monte Carlo backupMCTS with uniform selection · IPC Academic Advisingmean reward: -131.88 -> -127.78Helped
use on-policy MCTS(lambda) or MCTS-gamma instead of Monte Carlo backupMCTS · IPC domainsmean rewardNo clear effect
use parameter-free MaxMCTS-gamma instead of Monte Carlo backupMCTS · 12 IPC domainsmean rewardHelped
vary lambda in MaxMCTS(lambda) from 1 to low values (ablation)MaxMCTS(lambda) · IPC domainsmean rewardMixed
change backup to MaxMCTS(0) instead of tuning UCT action selection with Monte Carlo (ablation)MCTS · IPC Elevators and Reconmean rewardHelped
use MaxMCTS(lambda=0.4) instead of Monte Carlo with 3 zero-reward terminal states (ablation)MCTS in grid world · 9x9 grid, 3 terminal statesaverage episodic reward: 11.3 -> 85.1Helped
use MaxMCTS(lambda=0.4) instead of Monte Carlo with no obstacles (ablation)MCTS in grid world · 9x9 grid, 0 terminal statesaverage episodic reward: 90.4 -> 88.7Hurt
use complex backups instead of Monte CarloMCTS · computation time per episodeseconds: 196 -> 202No clear effect

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