TITLE:
Surreal Numbers, Dyadic Rational Numbers and Cell Proliferation
AUTHORS:
Verónica Judith Picos-Cárdenas, Juan Pablo Meza-Espinoza, Nayeli Nieto-Marín, Liliana Itzel Patrón-Baro, Juan Antonio Nieto
KEYWORDS:
Surreal Numbers, Dyadic Rational, Cell Cycle, Cell Proliferation
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.12 No.12,
December
24,
2024
ABSTRACT: The growth of multicellular organisms is directly related to cell proliferation through the cell cycle, in which a single cell grows and divides to produce two daughter cells. This process leads to an exponential increase in cell number and serves as a rapid mechanism for tissue growth. In this article, we aim to establish a connection between cell proliferation and surreal numbers, demonstrating that dyadic rational numbers emerging from surreal number theory may be related to growing cell numbers.