Results Registry Noteworthy Result Canonical physics Lobe exponent tracks transition type: lobes⁰=1 (input, m_t), lobes¹=2 (isospin, m_u/m_d), lobes²=4 (generation, m_s/m_b, m_t/m_b), lobes^(2·dim)=64 (full phase space, m_d/m_s). Higher lobe powers = deeper generation crossings. Direct consequence of winding transition matrix W.
Results · Additional Noteworthy Results · Physics Related existing surface Medium confidence

Lobe-Power Hierarchy of Quark Exponents

Lobe exponent tracks transition type: lobes⁰=1 (input, m_t), lobes¹=2 (isospin, m_u/m_d), lobes²=4 (generation, m_s/m_b, m_t/m_b), lobes^(2·dim)=64 (full phase space, m_d/m_s). Higher lobe powers = deeper generation crossings. Direct consequence of winding transition matrix W.

IV.P223 Physics Book IV tau-effective formalized

What this page is

This is a public Results-lane surface for a noteworthy Physics Registry item. It is generated from the Corpus Registry triage catalogue and keeps the generic Result catalogue unchanged.

Registry evidence

  • Registry item: IV.P223
  • Type: proposition
  • Scope: tau-effective
  • Lean status: formalized
  • Book / part / chapter: Book IV · Part 5 · Chapter 36

Result summary

Lobe exponent tracks transition type: lobes⁰=1 (input, m_t), lobes¹=2 (isospin, m_u/m_d), lobes²=4 (generation, m_s/m_b, m_t/m_b), lobes^(2·dim)=64 (full phase space, m_d/m_s). Higher lobe powers = deeper generation crossings. Direct consequence of winding transition matrix W.

Reading role

Use as Registry evidence for an existing Results surface.

Claim boundary

This page reports a Registry-backed internal result surface. It is not an external validation claim, a scientific consensus claim, or independent acceptance.

Curation rationale

  • candidate is better handled as evidence for an inferred existing public surface

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