Number Theory

    

On the Birch and Swinnerton-Dyer Conjecture and Erg Theory

Authors: Nicholas R. Wright

We prove the integrality and modularity of the Birch and Swinnerton-Dyer conjecture with ERG Theory. Inspection of the conjecture shows that it is a phenomenological model. Thus, a solution could be found through regression analysis. Numerical verification is possible through nominative determinism/visibility theory. By adding adaptive learning (AL) to the model, the model admits an important time variation in beliefs, which would be ruled out under rational expectations. Entropy can be given from a detailed molecular analysis of the system. In summary, perception consists of the selection, organization, and interpretation of stimuli. These factors affect the conduct of work. We include two inequalities on the log-volume change associated to appropriately chosen deformations.

Comments: 7 Pages. Added "folklore", "local bifurcations", "one-sided limit", "DNA supercoils", "dark flow", and "redox". Replaced Cremona with Witten.

Download: PDF

Submission history

[v1] 2016-04-11 20:36:15
[v2] 2016-04-12 10:36:44
[v3] 2016-04-14 14:04:15
[v4] 2016-04-14 20:41:28
[v5] 2016-04-15 16:12:25
[v6] 2017-10-11 03:42:47
[v7] 2019-08-13 23:51:32
[v8] 2019-08-21 13:48:37

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