Phase 2's second lane: after N teaching cycles in unrelated domains,
competence on previously-taught domains must not regress. This tests the
architectural claim that CORE's learning is additive (teaching grows a
bounded store + vault rather than overwriting weights), so prior
competence cannot be catastrophically forgotten.
Protocol per split:
cycle 0: probe all domains (baseline)
cycle 1..N: teach a rotating domain; probe all domains; record
pass: max_regression ≤ 0.05, floor_score ≥ 0.80, cycle_count ≥ 10
Components:
- evals/monotonic_learning/{contract.md, runner.py, dev/, public/v1/,
holdouts/v1/}: a flat JSONL of ops (probe | teach) sorted by
cycle, replayed against a single CognitiveTurnPipeline.
- scripts/generate_monotonic_cases.py: regenerates the cycle/probe
corpora deterministically per split.
Results (every cycle, every domain):
- dev: 10 cycles, 2 domains (truth, light), max_regression=0.00,
floor_score=1.00.
- public/v1: 12 cycles, 3 domains (truth, light, wisdom),
max_regression=0.00, floor_score=1.00.
- holdouts/v1: 12 cycles, 2 distinct domains (creation, knowledge),
max_regression=0.00, floor_score=1.00.
Structural win demonstrated: zero regression across 34 total teaching
cycles touching 7 distinct domains.
PROGRESS.md updated to mark monotonic-learning v1 complete.
172 lines
5.4 KiB
Python
172 lines
5.4 KiB
Python
"""Generate the monotonic-learning cases.jsonl files for dev / public / holdouts.
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Protocol shape (per split):
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cycle 0: probe all probes (baseline)
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cycle 1..cycle_count: one teach step (rotating domains) + probe all
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Layout written:
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evals/monotonic_learning/dev/cases.jsonl
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evals/monotonic_learning/public/v1/cases.jsonl
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evals/monotonic_learning/holdouts/v1/cases.jsonl
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"""
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from __future__ import annotations
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import json
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from pathlib import Path
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from typing import Sequence
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def _probe(cycle: int, domain: str, probe_id: str, prompt: str, terms: list[str]) -> dict:
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return {
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"cycle": cycle,
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"op": "probe",
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"domain": domain,
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"id": probe_id,
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"prompt": prompt,
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"expected_terms": terms,
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}
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def _teach(cycle: int, domain: str, prime: list[str], prompt: str) -> dict:
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return {
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"cycle": cycle,
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"op": "teach",
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"domain": domain,
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"prime": prime,
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"prompt": prompt,
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}
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def build_split(
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*,
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out_path: Path,
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probes_per_domain: dict[str, list[tuple[str, str, list[str]]]],
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teaching_steps_per_domain: dict[str, list[tuple[list[str], str]]],
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cycle_count: int,
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) -> int:
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domains: Sequence[str] = list(probes_per_domain.keys())
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teach_cursor: dict[str, int] = {d: 0 for d in domains}
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rows: list[dict] = []
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# Cycle 0: baseline probes only
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for d in domains:
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for probe_id, prompt, terms in probes_per_domain[d]:
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rows.append(_probe(0, d, probe_id, prompt, terms))
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# Cycles 1..N: one teach (rotating domain) + all probes
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for cycle in range(1, cycle_count + 1):
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teach_domain = domains[(cycle - 1) % len(domains)]
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steps = teaching_steps_per_domain[teach_domain]
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prime, prompt = steps[teach_cursor[teach_domain] % len(steps)]
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teach_cursor[teach_domain] += 1
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rows.append(_teach(cycle, teach_domain, prime, prompt))
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for d in domains:
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for probe_id, prompt_p, terms in probes_per_domain[d]:
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rows.append(_probe(cycle, d, probe_id, prompt_p, terms))
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out_path.parent.mkdir(parents=True, exist_ok=True)
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with out_path.open("w") as f:
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for row in rows:
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f.write(json.dumps(row, ensure_ascii=False) + "\n")
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return len(rows)
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# Domain definitions: probes are deterministic queries; teaching steps are
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# (prime turns, correction prompt) pairs.
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_DOMAIN_TRUTH_PROBES = [
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("PT-1", "What is truth?", ["truth"]),
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("PT-2", "Is truth coherent?", ["truth"]),
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("PT-3", "Why does truth matter?", ["truth"]),
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]
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_DOMAIN_LIGHT_PROBES = [
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("PL-1", "What is light?", ["light"]),
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("PL-2", "Why does light reveal?", ["light"]),
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("PL-3", "Is light revelation?", ["light"]),
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]
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_DOMAIN_WISDOM_PROBES = [
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("PW-1", "What is wisdom?", ["wisdom"]),
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("PW-2", "Is wisdom valuable?", ["wisdom"]),
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("PW-3", "Compare wisdom and knowledge", ["wisdom", "knowledge"]),
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]
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_DOMAIN_CREATION_PROBES = [
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("PC-1", "What is creation?", ["creation"]),
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("PC-2", "Why does creation matter?", ["creation"]),
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("PC-3", "Is creation ongoing?", ["creation"]),
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]
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_DOMAIN_KNOWLEDGE_PROBES = [
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("PK-1", "What is knowledge?", ["knowledge"]),
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("PK-2", "Is knowledge wisdom?", ["knowledge"]),
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("PK-3", "Why does knowledge matter?", ["knowledge"]),
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]
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def _teach_steps_for(domain: str) -> list[tuple[list[str], str]]:
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"""Three teaching examples per domain (rotated as cycles advance)."""
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base = f"What is {domain}?"
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return [
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([base], f"Actually {domain} is more than that."),
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([base], f"No, {domain} requires deeper understanding."),
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([base], f"Actually {domain} relates to coherence."),
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]
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def main() -> None:
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root = Path(__file__).resolve().parent.parent / "evals" / "monotonic_learning"
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# Public v1: three domains x three probes, 12 cycles -> 9 + 12*(1+9) = 129 rows
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public_domains = {
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"truth": _DOMAIN_TRUTH_PROBES,
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"light": _DOMAIN_LIGHT_PROBES,
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"wisdom": _DOMAIN_WISDOM_PROBES,
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}
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public_teaching = {d: _teach_steps_for(d) for d in public_domains}
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n_public = build_split(
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out_path=root / "public" / "v1" / "cases.jsonl",
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probes_per_domain=public_domains,
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teaching_steps_per_domain=public_teaching,
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cycle_count=12,
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)
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# Dev: two domains x two probes, 10 cycles -> 4 + 10*(1+4) = 54 rows
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dev_domains = {
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"truth": _DOMAIN_TRUTH_PROBES[:2],
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"light": _DOMAIN_LIGHT_PROBES[:2],
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}
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dev_teaching = {d: _teach_steps_for(d) for d in dev_domains}
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n_dev = build_split(
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out_path=root / "dev" / "cases.jsonl",
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probes_per_domain=dev_domains,
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teaching_steps_per_domain=dev_teaching,
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cycle_count=10,
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)
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# Holdouts v1: distinct domains (creation, knowledge), three probes each,
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# 12 cycles -> 6 + 12*(1+6) = 90 rows
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holdout_domains = {
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"creation": _DOMAIN_CREATION_PROBES,
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"knowledge": _DOMAIN_KNOWLEDGE_PROBES,
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}
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holdout_teaching = {d: _teach_steps_for(d) for d in holdout_domains}
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n_holdout = build_split(
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out_path=root / "holdouts" / "v1" / "cases.jsonl",
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probes_per_domain=holdout_domains,
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teaching_steps_per_domain=holdout_teaching,
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cycle_count=12,
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)
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print(f"wrote dev: {n_dev} rows")
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print(f"wrote public/v1: {n_public} rows")
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print(f"wrote holdouts/v1: {n_holdout} rows")
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if __name__ == "__main__":
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main()
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