Figure 4 - uploaded by Tomasz Odrzygóźdź
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Histogram of ∆. Note that 17% of subgoals increases the distance. Additional, 5% leads to unsolvable "dead states" present in Sokoban.

Histogram of ∆. Note that 17% of subgoals increases the distance. Additional, 5% leads to unsolvable "dead states" present in Sokoban.

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Humans excel in solving complex reasoning tasks through a mental process of moving from one idea to a related one. Inspired by this, we propose Subgoal Search (kSubS) method. Its key component is a learned subgoal generator that produces a diversity of subgoals that are both achievable and closer to the solution. Using subgoals reduces the search s...

Contexts in source publication

Context 1
... study this on 10 × 10 boards of Sokoban, which are small enough to calculate the true distance dist to the solution using the Dijkstra algorithm. In Figure 4, we study ∆ := dist s1 − dist s2 , where s 1 is a sampled state and s 2 is a subgoal generated from s 1 . Ideally, the histogram should concentrate on k = 4 used in training. ...
Context 2
... study this on 10 × 10 boards of Sokoban, which are small enough to calculate the true distance dist to the solution using the Dijkstra algorithm. In Figure 4, we study ∆ := dist s1 − dist s2 , where s 1 is a sampled state and s 2 is a subgoal generated from s 1 . Ideally, the histogram should concentrate on k = 4 used in training. ...

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