Current published reading edition · 2026-06-04
A Structural Solution to the Birch and Swinnerton-Dyer Role-Compression Problem
Amos Jay Maley · 46 pages · Mathematical role compression
The manuscript supplies a structural role-compression closure for the elliptic curve, L-function, analytic order, arithmetic rank and bridge roles. Its claim-class locks leave classical Birch and Swinnerton-Dyer as a separate universal arithmetic bridge problem. This is not a proof of classical rank equality or its refined formula, Sha finiteness, new cases or rational-point construction.
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About this paper and citation
Amos Jay Maley. A Structural Solution to the Birch and Swinnerton-Dyer Role-Compression Problem. Published 2026-06-04. DOI: 10.5281/zenodo.20539405.
SHA256 7cbf691665d704889769e7e70c6b0cfe6a31c0102786a04d049cc71708c8ccc6
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Bounded substantive reading of selected imports, definitions, central results and limits; not every proof page read. Complete searchable PDF text was screened for circulation and completion notices, with marker contexts reviewed. The manuscript claims have not been independently verified. Equations, theorem numbering and full references remain in the original PDF. This page is a reading aid, not a full-text conversion.
Source references
Proof/Claim-Class Locks; Theorem10.6 and Corollary10.7
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A preferred reading edition does not replace an exact edition imported by a downstream theorem. Where references do not pin imported bytes, that identity remains unresolved.