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  1. README.md +143 -0
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README.md ADDED
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+ ---
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+ license: cc-by-4.0
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+ pretty_name: Complete Pairwise Preference Graphs over 32 Responses
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+ task_categories:
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+ - text-ranking
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+ language:
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+ - en
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+ size_categories:
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+ - 10M<n<100M
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+ tags:
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+ - preference-learning
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+ - llm-as-a-judge
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+ - pairwise-comparison
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+ - reward-modeling
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+ - bradley-terry
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+ - tournament
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+ configs:
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+ - config_name: edges
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+ default: true
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+ data_files:
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+ - split: train
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+ path: edges/edges-*.parquet
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+ - config_name: responses
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+ data_files:
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+ - split: train
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+ path: responses/responses-*.parquet
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+ - config_name: prompts
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+ data_files:
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+ - split: train
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+ path: prompts/prompts-*.parquet
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+ ---
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+
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+ # Complete pairwise preference graphs over 32 responses per prompt
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+
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+ 18,415,395 judged pairs over 37,128 prompts. Each prompt has 32 candidate responses
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+ (8 models x 4 samples) and **every one of the 496 unordered pairs is judged exactly once**, so
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+ each prompt carries a complete preference relation rather than a sparse or ranking-derived
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+ approximation.
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+
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+ ## Why complete graphs
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+
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+ Downstream consumers can derive empirical win rates, population-relative (inverse-MBR)
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+ utilities, Bradley-Terry strengths, or reward-model targets, with the guarantee that every such
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+ quantity comes from directly observed pairwise judgments.
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+
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+ ## Layout
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+
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+ Text is stored once instead of once per row: each prompt appears in 496
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+ edges and each response in 31, so the denormalized JSONL is 163.5 GiB while the same content is
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+ ~1.4 GiB here. The `edges` config carries every non-text field of the original row.
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+
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+ ## Usage
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+
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+ ```python
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+ from datasets import load_dataset
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+
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+ edges = load_dataset("JW17/pref-graph-data-v0", "edges", split="train") # one judged pair per row
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+ responses = load_dataset("JW17/pref-graph-data-v0", "responses", split="train") # 32 responses per prompt
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+ prompts = load_dataset("JW17/pref-graph-data-v0", "prompts", split="train") # one row per prompt
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+ ```
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+
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+ Rejoin the text on `(prompt_index, response_index)`:
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+
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+ ```python
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+ import pandas as pd
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+ r = responses.to_pandas().set_index(["prompt_index", "response_index"])["response"]
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+ e = edges.to_pandas()
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+ e["response_a"] = r.loc[list(zip(e.prompt_index, e.response_a_index))].values
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+ e["response_b"] = r.loc[list(zip(e.prompt_index, e.response_b_index))].values
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+ ```
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+
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+ ## Response population
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+
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+ Response index -> generator (4 consecutive samples each). Every row also carries `model_key_a` /
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+ `model_key_b`, so you never have to rely on this table.
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+
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+ | indices | model |
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+ | --- | --- |
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+ | 0-3 | `Gemma-3-12B-it` |
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+ | 4-7 | `Mistral-Small-3.1-24B-Instruct-2503` |
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+ | 8-11 | `NVIDIA-Nemotron-3-Nano-30B-A3B-BF16` |
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+ | 12-15 | `Llama-3.3-70B-Instruct` |
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+ | 16-19 | `Qwen3-8B` |
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+ | 20-23 | `OLMo-2-1124-13B-Instruct` |
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+ | 24-27 | `gpt-oss-20b` |
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+ | 28-31 | `GLM-4.7-Flash` |
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+
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+ ## How a label was produced
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+
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+ - **Pairs**: all `(i, j)` with `i < j` (`upper_triangular_v1`).
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+ - **Presentation**: which response is shown as "Assistant A" is decided by
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+ `sha256({global_seed, prompt_id, i, j})[0] & 1` with `global_seed = 20260730`, decoupling
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+ screen position from response index and model identity. Each pair is judged **once**; there
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+ are no order-swapped duplicates.
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+ - **Judge**: `Qwen3.6-27B-FP8` served with vLLM, greedy (`temperature=0`, `top_p=1`),
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+ `max_output_tokens=16`, RewardBench-style forced binary choice.
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+ - **Parsing**: strict — the reply must be exactly `[[A]]` or `[[B]]`.
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+
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+ Use `winner_response_index` / `left_wins` for analysis. `judge_choice` is position-relative and
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+ is only meaningful together with `response_a_index`.
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+
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+ ## Labels
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+
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+ | metric | count | share |
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+ | --- | ---: | ---: |
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+ | `judge_choice == "A"` | 9,841,868 | 53.44% |
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+ | `judge_choice == "B"` | 8,573,527 | 46.56% |
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+ | `left_wins` (winner is `i`) | 9,446,858 | 51.30% |
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+
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+ ## Coverage
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+
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+ 37,128 prompts and 18,415,395 written edges of 18,415,488 expected (99.9995%).
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+ **37,080 prompts (99.87%) have a complete 496-edge graph**; 48 prompts are missing 93 edges in
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+ total. Those edges failed because the judge began reasoning and hit the 16-token cap before
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+ emitting a verdict; they cluster on hard math/geometry prompts. Filter with `is_complete` in the
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+ `prompts` config, or by counting rows per `prompt_index`.
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+
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+ ## Known limitations
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+
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+ 1. **Judge position bias (~6.9 points).** "A" is chosen 53.44% of the time. Presentation order
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+ is hashed independently of quality and per-model A/B exposure is balanced to within 0.04%, so
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+ this adds noise rather than a systematic per-model bias — but it cannot be corrected within
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+ this dataset, which would require the order-swapped duplicates the design excludes.
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+ 2. **One judge, one call per edge.** Labels are judge-relative, and each is a single
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+ deterministic realisation rather than a ground-truth preference probability.
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+ 3. **The response pool is stratified, not IID.** 8 generators x 4 samples is a designed
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+ population; any utility derived from it should be indexed by an explicit reference
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+ population.
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+ 4. **Duplicate responses are kept** as distinct population members and are never deduplicated.
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+
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+ ## Reproducibility
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+
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+ | field | value |
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+ | --- | --- |
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+ | `judge_config_fingerprint` | `802fb4a1571ca9127668fd1c413daf20ccd675438481fd0a5e1010e02120903a` |
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+ | `template_fingerprint` | `e9acfc4c1a38530295122f5a7da8284473ad63b9e204c42aac183f3a34bdbffa` |
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+ | `global_seed` | `20260730` |
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+ | `pair_rule_version` | `upper_triangular_v1` |
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+ | `presentation_rule_version` | `sha256_bit_v1` |
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+ | `parser_version` | `strict_bracket_v1` |
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+
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+ `edge_id = sha256(canonical_bytes({prompt_id, left_index, right_index}))` is stable across
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+ runs; use it as the primary key.
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