Number Theory

    

Brief Introduction in Non-Archimedean Analysis on the Extended Hyperreal Line R_d. Euler’s Original Proof Revisited.

Authors: Jaykov Foukzon

In this paper possible completion of the Robinson non-Archimedean field *R constructed by Dedekind sections. As interesting example I show how, a few simple ideas from non-archimedean analysis on the pseudo-ring *R_d gives a short clear nonstandard reconstruction for the Euler’s original proof of the Goldbach-Euler theorem.

Comments: 23 Pages.

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Submission history

[v1] 2016-05-09 02:55:23

Unique-IP document downloads: 257 times

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