Looking through newly to the amazing irrationals

TL;DR

This paper surveys interesting results about irrational numbers using a metric space perspective, providing an overview that may be familiar to experts but offers a cohesive view for interested readers.

Contribution

It compiles and discusses known results on irrationals from a metric space perspective, possibly offering new insights or connections.

Findings

Summarizes key properties of irrationals in metric spaces

Highlights connections between irrationals and metric space concepts

Provides a cohesive overview of existing results

Abstract

We survay some nice result concerning the irrationals with a metric space point of view.Here is ofcourse nothing new may be or an expert in this field.