Preprint consolidates analytic determinant gate for completed determinant comparison in elliptic curves.
This preprint is Core VII of the TEBAC BSD program. Version 2.0 supersedes the initial Core VII version by consolidating the analytic determinant gate into a single H1--H8 module. The paper isolates the analytic determinant identity layer in the determinant--Selmer approach to the Birch--Swinnerton--Dyer problem over \(Q\). The central target is the completed determinant comparison \(D_Eᶜᵒᵐᵖ(s)=Λ(E,s)\), where \(D_Eᶜᵒᵐᵖ(s)\) is the completed determinant candidate on the spectral side and \(Λ(E,s)\) is the completed Hasse--Weil \(L\)-function of an elliptic curve \(E/Q\). The consolidated H1--H8 chain includes: Euler
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Tosho Lazarov Karadzhov (2026) studied this question.
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