Geometrized Symbols and the Related Codes

TL;DR

This paper introduces a novel geometric-symbolic framework where objects are defined as symbols with properties, coded into 'many dots numbers' (MDN), and explores implications for understanding dark matter and universe expansion.

Contribution

It presents a new symbolic coding system for geometric objects and applies it to provide a qualitative explanation for dark matter and universe expansion.

Findings

Dark matter increases as the universe expands

Symbols are coded into a new class of numbers called MDN

A novel algebraic structure for MDN is established

Abstract

In this paper geometry is studied with a novel approach. Every geometrical object is defined as a symbol which satisfies some properties. These symbols are then coded into a class of numbers which are named here as many dots numbers (MDN). The algebraic structure of MDN is established. Assuming the universe as a symbol, the existence of dark matter is explained qualitatively. Moreover, it is shown that dark matter increases as the universe expands.