test(physics): Stage 2 hardening pins for scale domain, L2 excision, parity
Executable Stage 2 exit evidence: shared fraction-decrease scale domain, identity L2 helper absence, GoldTether geometric residual path, RATIFIED| DEMOTED-only ratifier, active Cl(4,1) product/conformal/Gram/GT/sandwich smoke, dual-backend vs Python-authoritative parity boundary (no false rotor_power Rust claims), and LE f64 SHA-256 digests. [Verification]: algebra suite green (includes Stage 2 pins); stage2 9 passed 1 skipped
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@ -98,6 +98,8 @@ TEST_SUITES: dict[str, tuple[str, ...]] = {
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"tests/test_wave_a_multiplicative_aggregation_injector.py",
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),
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"algebra": (
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"tests/test_stage2_physics_hardening.py",
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"tests/test_geometric_convergence_checklist.py",
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"tests/test_versor_closure.py",
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"tests/test_holonomy.py",
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"tests/test_holonomy_resonance.py",
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214
tests/test_stage2_physics_hardening.py
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tests/test_stage2_physics_hardening.py
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"""Stage 2 Master Blueprint — physics hardening & parity boundary pins.
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Proves (without inventing dual implementations):
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1. Shared fraction-decrease scale domain ``0 < k < 1`` is one function used by
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both obligation assessment and geometric admission.
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2. Identity final authority has no L2 blend helpers / PASSTHROUGH.
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3. Python/Rust parity surface: ops that are dual-backend are named; ops that
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are Python-authoritative only are documented so we never claim false parity.
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4. Content digests remain full 64-hex LE f64 SHA-256.
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"""
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from __future__ import annotations
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import ast
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import hashlib
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import inspect
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from pathlib import Path
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import numpy as np
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import pytest
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_ROOT = Path(__file__).resolve().parents[1]
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# --- 1. Shared scale invariant -------------------------------------------------
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def test_fraction_decrease_scale_domain_shared_by_assessment_and_geometry():
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from generate.problem_frame_contracts import _is_valid_fraction_decrease_scale
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# Domain itself
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assert _is_valid_fraction_decrease_scale(0.5) is True
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assert _is_valid_fraction_decrease_scale(0.0) is False
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assert _is_valid_fraction_decrease_scale(1.0) is False
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assert _is_valid_fraction_decrease_scale(-0.1) is False
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src = (_ROOT / "generate" / "problem_frame_contracts.py").read_text(encoding="utf-8")
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# Both obligation and geometric admission call the shared helper by name.
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assert src.count("_is_valid_fraction_decrease_scale") >= 3
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assert "scale_out_of_range" in src
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# Geometric admission path references the same helper (not a parallel check).
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assert "assess_fraction_decrease" in src
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assert "_dilation_versor_payload" in src or "VersorBinding" in src or "geometric" in src
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def test_fraction_decrease_scale_source_has_single_domain_predicate():
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path = _ROOT / "generate" / "problem_frame_contracts.py"
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tree = ast.parse(path.read_text(encoding="utf-8"))
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defs = [
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n.name
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for n in ast.walk(tree)
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if isinstance(n, (ast.FunctionDef, ast.AsyncFunctionDef))
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and "scale" in n.name
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and "valid" in n.name
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]
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# Exactly one canonical domain predicate name.
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assert "_is_valid_fraction_decrease_scale" in defs
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assert defs.count("_is_valid_fraction_decrease_scale") == 1
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# --- 2. L2 / legacy identity authority excision -------------------------------
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def test_identity_module_has_no_l2_blend_helpers():
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path = _ROOT / "core" / "physics" / "identity.py"
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src = path.read_text(encoding="utf-8")
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tree = ast.parse(src)
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names = {
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n.name
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for n in ast.walk(tree)
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if isinstance(n, (ast.FunctionDef, ast.AsyncFunctionDef))
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}
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forbidden = {
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"_axis_projection",
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"_mean_frame_coherence",
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"_legacy_score",
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"_l2_score",
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"_scalar_l2_blend",
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}
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assert not (names & forbidden), f"L2 helper functions still present: {names & forbidden}"
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# No 0.75 blend formula as live authority
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assert "0.75 *" not in src and "0.75*" not in src
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def test_goldtether_primary_residual_not_flat_dot():
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path = _ROOT / "core" / "physics" / "goldtether.py"
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src = path.read_text(encoding="utf-8")
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# coherence_residual must route through WaveManifold / geometric product path
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assert "measure_unitary_residual" in src or "versor_unit_residual" in src
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assert "np.dot(psi" not in src
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assert "GoldTetherViolationError" in src
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def test_pipeline_ratifier_has_no_passthrough_authority():
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from generate.intent_ratifier import RatificationOutcome
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values = {m.value for m in RatificationOutcome}
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assert "passthrough" not in values
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assert values == {"ratified", "demoted"}
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# --- 3. Cl(4,1) active-path smoke (exact ops) ---------------------------------
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def test_active_cl41_ops_geometric_product_conformal_gram_gt_sandwich():
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from algebra.backend import geometric_product, versor_condition
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from algebra.cga import N_INF, N_O, cga_inner, embed_point, is_null
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from algebra.cl41 import reverse
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from algebra.rotor import make_rotor_from_angle, word_transition_rotor
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from core.physics.cognitive_lifecycle import modality_transition_sandwich
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from core.physics.goldtether import require_unitary
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from core.physics.identity_manifold import gram_matrix, lift_axis
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# Geometric product + reverse unit condition
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R = make_rotor_from_angle(0.4)
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prod = geometric_product(R, reverse(R))
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assert abs(float(prod[0]) - 1.0) < 1e-9
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assert float(versor_condition(R)) < 1e-6
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# Conformal embedding null (f64 path; f32 embeds may exceed 1e-9 residual)
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X = embed_point(np.array([0.2, -0.1, 0.5], dtype=np.float64), dtype=np.float64)
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assert is_null(np.asarray(X, dtype=np.float64), tol=1e-6)
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assert abs(cga_inner(N_O, N_INF) + 1.0) < 1e-12
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# Gram subspace (identity axes)
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axes = [lift_axis((1.0, 0.0, 0.0)), lift_axis((0.0, 1.0, 0.0))]
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G = gram_matrix(axes)
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assert G.shape == (2, 2)
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# GoldTether unitary
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assert require_unitary(R) <= 1e-6
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# Multimodal sandwich
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psi = np.zeros(32, dtype=np.float64)
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psi[0] = 1.0
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target = make_rotor_from_angle(0.2)
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rotor = word_transition_rotor(psi, target)
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out, tr = modality_transition_sandwich(psi, rotor, source_modality="a", target_modality="b")
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assert out.shape == (32,)
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assert len(tr.psi_out_digest) == 64
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assert tr.goldtether_residual <= 1e-6
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# --- 4. Python / Rust parity boundary -----------------------------------------
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# Dual-backend ops (Rust exported + parity tests exist when core_rs built).
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_DUAL_BACKEND_OPS = (
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"geometric_product",
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"cga_inner",
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"versor_condition",
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"versor_apply", # sandwich
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"embed_point",
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)
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# Python-authoritative (or not exported on core_rs PyO3 surface). Claiming
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# bit-parity without a Rust binding is forbidden.
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_PYTHON_AUTHORITATIVE_OPS = (
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"rotor_power", # algebra.rotor — no core_rs export
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"incidence", # if present in algebra — not dual-backend
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)
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def test_rust_parity_surface_documented_and_no_false_claims():
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lib = (_ROOT / "core-rs" / "src" / "lib.rs").read_text(encoding="utf-8")
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for op in _DUAL_BACKEND_OPS:
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assert op in lib or op.replace("_", "") in lib or f"fn {op}" in lib or op in lib, (
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f"expected dual-backend op {op} in core-rs exports"
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)
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# rotor_power must NOT be falsely present as a public pyfunction
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assert "fn rotor_power" not in lib
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assert "wrap_pyfunction!(rotor_power" not in lib
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def test_python_authoritative_ops_live_in_python_modules():
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from algebra import rotor
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assert hasattr(rotor, "rotor_power")
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assert callable(rotor.rotor_power)
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# Incidence: optional; if missing, document as N/A
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try:
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from algebra import incidence as _inc # type: ignore
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assert _inc is not None
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except ImportError:
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pytest.skip("no algebra.incidence module — Python N/A, not a false Rust claim")
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def test_existing_parity_test_files_cover_dual_backend_ops():
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tests_dir = _ROOT / "tests"
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names = {p.name for p in tests_dir.glob("test_*rust*parity*.py")}
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names |= {p.name for p in tests_dir.glob("test_*parity*.py")}
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# At least one parity file per dual-backend family
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assert any("geometric_product" in n for n in names)
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assert any("cga_inner" in n for n in names)
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assert any("versor_condition" in n for n in names)
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assert any("versor_apply" in n for n in names)
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assert any("cga_rust" in n or "embed" in n for n in names)
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# --- 5. Content digests -------------------------------------------------------
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def test_multivector_content_digest_is_sha256_le_f64():
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from core.physics.wave_manifold import multivector_content_digest
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F = np.zeros(32, dtype=np.float64)
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F[0] = 1.0
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dig = multivector_content_digest(F)
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assert len(dig) == 64
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assert all(c in "0123456789abcdef" for c in dig)
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le = np.ascontiguousarray(F, dtype=np.dtype("<f8"))
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assert dig == hashlib.sha256(le.tobytes()).hexdigest()
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