research: split native AMP evaluation from matrix transport - #155
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Summary
z = exp(-d y), with a safe generic-support fallbackMathematical result
For
f(x)=x^d+t, the native path evaluateswithout Taylor coefficients or a substitution matrix. On the first certified domain
d>=2, t>0, y>=0, it reports the a posteriori analytic tailThe tail statement excludes floating-point roundoff; binary64 underflow fails closed.
At the frozen
d=2, t=1, y=1.5, tolerance=1e-15task, the native path uses 4 process levels. The compiled path remains useful for fixed-chart repeated readout, but no universal speedup is claimed.Tests
python -m pytest -q tests/research/test_amp_polynomial_matrix_compiler.py— 12 passedpython -m pytest -q— 773 passed, 25 skipped, 1 pre-existing warninggit diff --checkpython -m compileall -q sonnet/amp-polynomial-matrix-compiler/amp_escape_compiler.pyEngineering Architecture Change
Relation: refine/split, Sonnet-local.
This changes no Mathematical Core, dependency direction, Public API, or promoted Theory Map node. Runtime roles are now explicit:
The matrix is no longer treated as a required runtime ontology for the nonlinear process. Extraction remains blocked until a mixed-log or coupled workload transfers the abstraction.
Closes #154.