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Article
4 Articles with Proof and Disproof of Birch and Swinnerton
Submitted to Illinois Journal of math and research reports in mathematics and travaux mathematiques and Belgian Journal (2018)
  • James T Struck
Abstract

Disproof of Birch Swinnerton Dyer as all elliptical curves have infinite rational points with no relationship with the L function being equal to 0. Elliptical curves exist independently of L functions and their relationship with 0. All Elliptical curves have infinite rational points. On any curve one can place an infinite number of points. As Birch discussed an "If and only if" relationship between elliptical curves and the L function, the conjecture can be seen as disproven as all curves have infinite points there does not have to an L function relationship. Elliptical curves can exist independently of the L functions relationship with 0. Kurt Gödel was right when he described the Incompleteness Theorem that axioms are incomplete. "In everyday language, it says that no matter how hard you try, your set of axioms will always be incomplete-they won't be sufficient to prove all the true facts. [1]  Present proofs including when L function is at 0 infinite points, L function operating limited to finite number of points on elliptical curve due to operation of L function.
Keywords
  • L Function,
  • Elliptical Curve;,
  • infinite Points,
  • Godel Incompleteness; functions
Publication Date
Fall September 13, 2018
Citation Information
James T Struck. "4 Articles with Proof and Disproof of Birch and Swinnerton" Submitted to Illinois Journal of math and research reports in mathematics and travaux mathematiques and Belgian Journal (2018)
Available at: http://works.bepress.com/james_struck/84/