Infinigons of the hyperbolic plane and grossone

TL;DR

This paper explores how the grossone theory enhances the classification of infinigons in the hyperbolic plane, offering new insights beyond traditional methods.

Contribution

It introduces the application of grossone theory to classify infinigons in hyperbolic geometry, expanding the understanding of these objects.

Findings

Grossone theory improves classification of infinigons

Enhanced understanding of hyperbolic infinigons

New mathematical framework for infinite polygons

Abstract

In this paper, we study the contribution of the theory of grossone to the study of infinigons in the hyperbolic plane. We can see that the theory of grossone can help us to obtain much more classification for these objects than in the traditional setting.