[1] viXra:2511.0005 [pdf] replaced on 2025-12-07 02:54:18
Authors: J. P. Baugher
Comments: 19 Pages.
Infinitesimals have long been considered to be non-Archimedean, in that any number times an infinitesimal cannot equate to a large real number. In this paper I present a proof by contradiction that infinitesimals, if defined as homogeneous, can falsify this claim.
Category: Set Theory and Logic