Publish cx-planner-2026-09-15 (Fruit Fly Brain, 2026-09-15)
Browse files
artifacts/cx-planner-2026-09-15/CX_PLANNER.md
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| 1 |
+
# Central-complex-inspired planner versus exact planners
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A bounded, preregistered CPU study. The protocol is frozen in
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`hf_space/assets/cx_planner_protocol.json` (`cx-planner-v1`) and is validated
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before any arm runs. The implementation is `hf_space/ffb_playground/cx_planner.py`
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and the runner is `scripts/run_cx_planner_bench.py`.
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The study asks two questions. First, does a central-complex-inspired
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path-integration planner (a ring-attractor heading module plus an accumulated
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home vector that steers a reactive policy) match exact classical planners on
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exact-truth navigation. Second, does the ordered ring topology contribute
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beyond matched nulls. The primary metric is **path optimality**: per instance,
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`optimal_steps / planner_steps` when the planner reaches home, else `0.0`, where
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`optimal_steps` is the exact breadth-first shortest path.
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No biological, AGI or programming-expertise claim is made. The ring is a
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declared synthetic attractor; no connectome is used as an input. A null result
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is retained and reported plainly, and a bounded CPU study is not evidence of
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absence.
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## Preregistered design
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- **Tasks.** Deterministic 15x15 gridworlds: `open` (no obstacles), `rooms`
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(independent obstacles at probability 0.22, pruned to the connected component
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of home) and `maze` (recursive-backtracker perfect maze). A smooth heading
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random walk (turn sd 0.08 rad/step, 45 steps) is quantised to the closest free
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grid move from home; the agent must then return home within a budget of
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`8 * grid_size` steps.
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- **Heading observations.** The desired heading plus independent Gaussian noise
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(sd 0.5 rad). Every arm consumes the identical noise draws for a given
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instance, so the contrast is paired on the same trajectory and noise.
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- **Treatment `ring`.** A 36-node von Mises bump on an ordered ring
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(each node drives its 3 neighbours each way, `kappa=4`); the ring is mixed by
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the row-normalised local operator and injected with the noisy observation
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(`alpha=0.15`), and the direction is read out by the population vector. The
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decoded heading integrates the home vector.
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- **Matched nulls.**
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- `no_ring`: the recurrent heading module is removed; the estimate is the raw
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noisy observation.
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- `shuffled_ring`: the ordered ring is relabelled by a uniform random node
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permutation (degrees and weight multiset preserved, locality destroyed).
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- `degree_preserving_ring`: the ring support is rewired with the full directed
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double-edge-swap null of `ffb_playground.graph_nulls` (`5*|E|` swaps) and the
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weight multiset is permuted onto the new edges; in/out degrees and self-loops
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are verified unchanged.
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- **Exact classical planners.** BFS, A* (Manhattan) and value iteration to a
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fixed point, each with full map access. They are the optimality ceiling, not a
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compute-matched arm.
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- **Ground truth.** Every instance's exact shortest path is recomputed with all
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three classical methods and replayed edge by edge; the run aborts on any
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disagreement. All 30 instance checks agreed.
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- **Statistics.** Paired per seed (10 seeds, 3 instances per seed, 30 paired
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instances). Primary contrasts: `ring - BFS`, `ring - A*`,
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`ring - value_iteration`, `ring - no_ring`, `ring - shuffled_ring`,
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`ring - degree_preserving_ring`. Paired percentile-bootstrap 95% intervals and
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exact two-sided sign-flip with a Holm correction over the six contrasts; the
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analytic normal-theory MDE and observed power are reported per contrast.
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- **Admissible outcomes.** `ring-advantage`, `classical-advantage`,
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`null-result`, decided by the preregistered rule in the protocol.
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## Results (10 seeds)
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Per-arm mean path-optimality score:
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| arm | mean score | success rate | mean steps | outbound heading error (rad) |
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| --- | --- | --- | --- | --- |
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| `ring` | 0.2106 | 0.367 | 90.57 | 0.175 |
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| `no_ring` | 0.2052 | 0.333 | 89.80 | 0.385 |
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| `shuffled_ring` | 0.2137 | 0.300 | 91.83 | 0.349 |
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| `degree_preserving_ring` | 0.2057 | 0.333 | 91.87 | 0.403 |
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| `bfs` | 1.0000 | 1.000 | 8.47 | n/a |
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| `astar` | 1.0000 | 1.000 | 8.47 | n/a |
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| `value_iteration` | 1.0000 | 1.000 | 8.47 | n/a |
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Paired contrasts (`a - b`):
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| contrast | role | effect | 95% CI | sign-flip p | Holm p | MDE |
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| --- | --- | --- | --- | --- | --- | --- |
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| `ring - bfs` | exact | -0.7894 | [-0.8852, -0.6954] | 0.0020 | 0.0117 | 0.1423 |
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| `ring - astar` | exact | -0.7894 | [-0.8852, -0.6954] | 0.0020 | 0.0117 | 0.1423 |
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| `ring - value_iteration` | exact | -0.7894 | [-0.8852, -0.6954] | 0.0020 | 0.0117 | 0.1423 |
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| `ring - no_ring` | null | +0.0054 | [-0.0012, +0.0148] | 0.3750 | 1.0000 | 0.0128 |
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| `ring - shuffled_ring` | null | -0.0031 | [-0.0239, +0.0145] | 0.7500 | 1.0000 | 0.0278 |
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| `ring - degree_preserving_ring` | null | +0.0048 | [-0.0011, +0.0145] | 0.3750 | 1.0000 | 0.0129 |
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**Outcome: `classical-advantage`.** The exact planners beat the ring by a large,
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decisive margin (about 0.79 score, CI excluding zero), and the ring does not beat
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every matched null. The overall study is not a claim that path integration is
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useless: it is a statement that on these exact-truth gridworld tasks a reactive
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home-vector policy is far from exact search.
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## Mechanism readout
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The preregistered secondary readout is heading-estimation error, and it behaves
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as designed: the ordered ring roughly halves the **outbound** heading error
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relative to the memoryless arm (0.175 vs 0.385 rad), and also improves on the
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shuffled (0.349) and degree-preserving (0.403) rings. That mechanism does not
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translate into path optimality: the ring's path-optimality advantage over the
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nulls is inside the equivalence region (`+0.005`, CI including zero, MDE 0.013),
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because the greedy reactive policy is limited by obstacle geometry and by its
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own attractor lag during the return phase (total heading error 0.463 for the
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ring versus 0.391 for the memoryless arm). The honest reading is that better
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outbound heading integration is necessary but not sufficient for better
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vector navigation in this benchmark.
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## Power
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The paired differences are small for the ring-null contrasts (sd 0.015-0.031),
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so the study is well powered for small effects: MDE 0.013-0.028 at 10 seeds. The
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preregistered `reference_sd=0.15` power curve is `MDE 0.133` at 10 seeds,
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`0.094` at 20 and `0.066` at 40; the observed ring-null differences are far
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below these, so the null is informative rather than merely under-powered.
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## Non-claims
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- No biological advantage, AGI or programming-expertise claim is made.
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- The ring is synthetic and untrained; it is not derived from any connectome or
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from measured EPG physiology, and this study does not localise the computation
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to any nervous system.
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- The exact planners have full map access and are not compute-matched to the
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reactive policy; the classical contrast is an upper bound.
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- A null is retained; a bounded CPU study is not evidence of absence.
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## Limitations
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- Ten paired seeds and three instances per seed; the task suite is small and
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deterministic.
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- The gridworld is a coarse discretisation and the policy is a simple greedy
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home-vector steer with wall-following, not a full CX model.
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- Heading observations are synthetic Gaussian noise; no behavioural or odometry
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data is used.
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- The metric penalises longer successful paths, so a planner that reaches home
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but wanders scores low.
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- The single outcome label does not generalise beyond these tasks.
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## Reproduction
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```bash
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uv run --no-project --with pytest --with numpy --with pyyaml --with scipy \
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python -m pytest tests/test_cx_planner.py -q
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uv run --no-project --with numpy --with pyyaml --with scipy \
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python scripts/run_cx_planner_bench.py \
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--protocol hf_space/assets/cx_planner_protocol.json \
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--seeds 10 --out /home/user/dev/hf/hf-stage/publish/cx-planner-2026-09-15/report.json
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```
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The staged artifact also carries `report.json` (with the protocol SHA-256 and
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design digest), `SHA256SUMS` and `manifest.json`.
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artifacts/cx-planner-2026-09-15/SHA256SUMS
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e40b2678d4d24c1bb0dc11defc461fb24cde8e0a9ebcb47834a4d8479015d2d7 report.json
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cbeb6d21a6beea98397967e1a67eda03b1bdc30a618f5705180a3e0ebbc21d22 CX_PLANNER.md
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716745286a555a336948597394fd49bcea01949e87e6e5793eec43c959a953d4 manifest.json
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artifacts/cx-planner-2026-09-15/manifest.json
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{
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"artifact": "cx-planner-2026-09-15",
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"created_utc": "2026-09-16T00:00:00Z",
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| 4 |
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"branch": "wt/cxplanner",
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| 5 |
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"protocol_id": "cx-planner-v1",
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| 6 |
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"protocol_path": "hf_space/assets/cx_planner_protocol.json",
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| 7 |
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"protocol_sha256": "4e335e493f5808d46f1e6510a0aa8225abd8c489d28a57355ec9ef9919f46fdc",
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| 8 |
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"design_digest": "6a6bd63517cf1ae9131a1f2fe003f71b9245db318d75cc7bef15996e1ca55982",
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| 9 |
+
"seeds": 10,
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| 10 |
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"instances_per_seed": 3,
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| 11 |
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"primary_metric": "path-optimality-score",
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| 12 |
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"outcome": "classical-advantage",
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| 13 |
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"ground_truth_all_agree": true,
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| 14 |
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"arms": {
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| 15 |
+
"ring": 0.21055469717220093,
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| 16 |
+
"no_ring": 0.20517718023005785,
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| 17 |
+
"shuffled_ring": 0.21369489723759888,
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| 18 |
+
"degree_preserving_ring": 0.20571290508476228,
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| 19 |
+
"bfs": 1.0,
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| 20 |
+
"astar": 1.0,
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| 21 |
+
"value_iteration": 1.0
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| 22 |
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},
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| 23 |
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"files": {
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| 24 |
+
"report.json": "e40b2678d4d24c1bb0dc11defc461fb24cde8e0a9ebcb47834a4d8479015d2d7",
|
| 25 |
+
"CX_PLANNER.md": "cbeb6d21a6beea98397967e1a67eda03b1bdc30a618f5705180a3e0ebbc21d22"
|
| 26 |
+
},
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| 27 |
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"non_claims": [
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| 28 |
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"No biological advantage, AGI or programming-expertise claim is made.",
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| 29 |
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"No connectome is used as an input; the ring is a declared synthetic attractor.",
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| 30 |
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"The exact planners have full map access and are not compute-matched.",
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| 31 |
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"A null result is retained; a bounded CPU study is not evidence of absence."
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| 32 |
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]
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| 33 |
+
}
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artifacts/cx-planner-2026-09-15/report.json
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| 1 |
+
{
|
| 2 |
+
"schema": "cx-planner-report-v1",
|
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"No biological, AGI or programming-expertise claim is made.",
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"The planner does not use any connectome as an input; the ring is a declared synthetic attractor and this study connects the concept to planning, it does not localise it to a nervous system.",
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| 767 |
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"The classical planners are exact references with full map access and are not compute-matched to the reactive policy.",
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