Document Type
Article
Abstract
A definition of identifiable sets is used with sequential anal- ysis to establish a realm of mathematics. Within this imaginary world, a specific consonant between infinite sets and sequentiality is reached. This consonant allows some mathematical constructions to model pieces of the reality, based on a dual-philosophy and physics itself. There is an effort made to render this understandable for the scientific community.
Disciplines
Dynamic Systems | Logic and Foundations
Recommended Citation
Menaldi, Jose L., "Identifiability, sequentiality and infinity" (2026). Mathematics Faculty Research Publications. 98.
https://digitalcommons.wayne.edu/mathfrp/98
Comments
Submitted - 2020 Mathematics Subject Classification. 03A10, 93C55, 03E99, 60J10, 90C39, 60J20.