From b38614a7ce832bf5a0d2140931410b2277152988 Mon Sep 17 00:00:00 2001 From: wassname <1103714+wassname@users.noreply.github.com> Date: Fri, 26 Jun 2026 07:17:20 +0800 Subject: [PATCH] showcase: swap to moralstory fairness vector across all instruments One mean_diff vector extracted from moral_stories_foundations fairness situations (not completions), calibrated once, read base/+c/-c on every instrument. On MFQ-2 it selectively raises the equality factor; on MFV it raises Fairness directionally but care leads. README reframed honestly, stale range_zoom/foundation_dlogit figures dropped (plotter no longer emits them). Co-Authored-By: Claudypoo <288921227+claudypoo@users.noreply.github.com> --- README.md | 14 +- docs/img/showcase/16pf/map_pca_ipsative.png | Bin 192714 -> 540649 bytes docs/img/showcase/16pf/map_pca_ipsative.svg | 3996 ++++++++--------- docs/img/showcase/16pf/range.png | Bin 277869 -> 272447 bytes docs/img/showcase/16pf/range.svg | 2436 +++++----- docs/img/showcase/16pf/range_zoom.png | Bin 401364 -> 0 bytes docs/img/showcase/big5/map_pca_ipsative.png | Bin 156919 -> 354677 bytes docs/img/showcase/big5/map_pca_ipsative.svg | 3260 +++++++------- docs/img/showcase/big5/range.png | Bin 124127 -> 114489 bytes docs/img/showcase/big5/range.svg | 1150 ++--- docs/img/showcase/big5/range_zoom.png | Bin 130859 -> 0 bytes .../humor_styles/map_pca_ipsative.png | Bin 191784 -> 400565 bytes .../humor_styles/map_pca_ipsative.svg | 3151 ++++++------- docs/img/showcase/humor_styles/range.png | Bin 114849 -> 105683 bytes docs/img/showcase/humor_styles/range.svg | 991 ++-- docs/img/showcase/humor_styles/range_zoom.png | Bin 134658 -> 0 bytes docs/img/showcase/mfq2/map_pca_ipsative.png | Bin 411855 -> 331837 bytes docs/img/showcase/mfq2/map_pca_ipsative.svg | 2904 ++++++------ docs/img/showcase/mfq2/range.png | Bin 126423 -> 118411 bytes docs/img/showcase/mfq2/range.svg | 1158 ++--- docs/img/showcase/mfq2/range_zoom.png | Bin 165340 -> 0 bytes docs/img/showcase/mfv/foundation_dlogit.png | Bin 66646 -> 0 bytes docs/img/showcase/mfv/map_pca_ipsative.png | Bin 0 -> 114880 bytes docs/img/showcase/mfv/map_pca_ipsative.svg | 2210 +++++++++ docs/img/showcase/mfv/range.png | Bin 0 -> 96846 bytes docs/img/showcase/mfv/range.svg | 1878 ++++++++ 26 files changed, 13639 insertions(+), 9509 deletions(-) delete mode 100644 docs/img/showcase/16pf/range_zoom.png delete mode 100644 docs/img/showcase/big5/range_zoom.png delete mode 100644 docs/img/showcase/humor_styles/range_zoom.png delete mode 100644 docs/img/showcase/mfq2/range_zoom.png delete mode 100644 docs/img/showcase/mfv/foundation_dlogit.png create mode 100644 docs/img/showcase/mfv/map_pca_ipsative.png create mode 100644 docs/img/showcase/mfv/map_pca_ipsative.svg create mode 100644 docs/img/showcase/mfv/range.png create mode 100644 docs/img/showcase/mfv/range.svg diff --git a/README.md b/README.md index cb5311a..5fa13f9 100644 --- a/README.md +++ b/README.md @@ -17,9 +17,17 @@ with a human distribution over foundations (Clifford et al. 2015). Three configs `scifi`, `ai-actor`), two framings each (`other_violate`, `self_violate`). [[HF dataset](https://huggingface.co/datasets/wassname/tiny-mfv)] -![MFQ-2 culture map: LLM base and steered points against human societies](docs/img/showcase/mfq2/map_pca_ipsative.png) +The bundled showcase steers Qwen3-4B with one activation vector, extracted once from +`wassname/moral_stories_foundations` fairness situations (mean activation difference, fairness vs a +balanced sample of the other foundations, situations only, no completions), iso-KL calibrated, then +read across every instrument at base / +c / -c. On MFQ-2 it selectively raises the equality factor +(the only factor that rises at the gentlest +c; it falls under -c); on the MFV vignettes it raises +the Fairness foundation directionally but care leads, so the vector is fairness-leaning rather than a +clean fairness isolator. -![MFQ-2 range plot: human society ranges beside the model steer path](docs/img/showcase/mfq2/range.png) +![MFQ-2 culture map: base and fairness-steered points against human societies](docs/img/showcase/mfq2/map_pca_ipsative.png) + +![MFQ-2 range plot: human society ranges beside the fairness steer path; equality rises at +c](docs/img/showcase/mfq2/range.png) ## Install @@ -159,7 +167,7 @@ Full return schemas live in the `TypedDict`s in `src/tinymfv/eval.py` and ## Steering plots -![MFV steer effect: per-foundation delta logit for positive and negative poles](docs/img/showcase/mfv/foundation_dlogit.png) +![MFV range plot: per-foundation emphasis, fairness steer at +c / -c against human societies](docs/img/showcase/mfv/range.png) `si_per_foundation` lives in steering-lite. 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