Can Sequentially Linked Gamma-Ray Bursts Nullify Randomness?

TL;DR

This paper proposes new procedures to analyze gamma-ray bursts by linking them sequentially to potentially nullify their perceived randomness, aiming to identify patterns and specific positional relationships.

Contribution

It introduces two novel methods for segmenting and linking GRBs to analyze their angular distribution and positional relationships, addressing the randomness perception.

Findings

Quantified angles of linked GRB groups

Identified equidistant GRB positions using paired point circles

Potentially reduces perceived randomness in GRB dispersion

Abstract

In order to nullify the property of randomness perceived in the dispersion of gamma-ray bursts (GRB's) we introduce two new procedures. 1. Create a segmented group of sequentially linked GRB's and quantify the resultant angles. 2. Create segmented groups of sequentially linked GRB's in order to identify the location of GRB's that are positioned at equidistance, by using the selected GRB as the origin for a paired point circle, where the circumference of said circle intercepts the location of other GRB's in the same group.