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@@ -41,10 +41,9 @@ Raffaele Pisano and Roberto Navigli, ACL 2026
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  ## Why PDDL2PRM?
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- Process Reward Models aim to evaluate reasoning **step by step**, rather than judging only the final answer. This is crucial because language models can produce a correct final answer while still making invalid, inconsistent, or unsupported intermediate reasoning steps.
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  However, high-quality step-level supervision is difficult to obtain:
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  - manual annotation is expensive and hard to scale;
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  - LLM-based annotation can be noisy and computationally costly;
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  - many existing PRM datasets focus primarily on mathematics;
@@ -65,8 +64,6 @@ PDDL2PRM contains:
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  | Domains | **11** |
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  | Reward levels | **5** |
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  | Mean optimal plan length | **7.94** |
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- | Supervision type | Rule-based step-level rewards |
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- | Data source | PDDL planning problems translated into natural language |
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  Each example consists of a planning problem expressed in natural language, a partial reasoning trajectory, and a reward assigned to an intermediate step.
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@@ -94,7 +91,6 @@ PDDL2PRM includes 11 planning domains:
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  | **Total** | **14,714** | **984,974** |
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  The domains are grouped into broad reasoning families:
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  - **Manipulation and rearrangement:** BlocksWorld variants.
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  - **Transportation:** Ferry, Logistics, Elevator.
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  - **Puzzles and constraints:** Tower of Hanoi, N-Puzzle.
 
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  ## Why PDDL2PRM?
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+ Process Reward Models aim to evaluate reasoning **step by step**, rather than judging only the final answer. This is crucial because language models can produce a correct final answer while still making invalid, inconsistent, or unsupported intermediate reasoning steps. (Turpin et al., 2023; Lightman et al., 2024; Zheng et al., 2025; Molfese et al., 2026)
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  However, high-quality step-level supervision is difficult to obtain:
 
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  - manual annotation is expensive and hard to scale;
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  - LLM-based annotation can be noisy and computationally costly;
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  - many existing PRM datasets focus primarily on mathematics;
 
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  | Domains | **11** |
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  | Reward levels | **5** |
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  | Mean optimal plan length | **7.94** |
 
 
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  Each example consists of a planning problem expressed in natural language, a partial reasoning trajectory, and a reward assigned to an intermediate step.
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  | **Total** | **14,714** | **984,974** |
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  The domains are grouped into broad reasoning families:
 
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  - **Manipulation and rearrangement:** BlocksWorld variants.
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  - **Transportation:** Ferry, Logistics, Elevator.
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  - **Puzzles and constraints:** Tower of Hanoi, N-Puzzle.