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Schwob, M.R., Shiue, P. and Venkat, R. (2021) Novel Theorems and Algorithms Relating to the Collatz Conjecture. International Journal of Mathematics and Mathematical Sciences, 2021, Article ID 5754439.
https://doi.org/10.1155/2021/5754439

has been cited by the following article:

• TITLE: A Comparative Analysis of the New -3(-n) - 1 Remer Conjecture and a Proof of the 3n + 1 Collatz Conjecture

  AUTHORS: Mike Remer

  KEYWORDS: -3(-n) - 1 Remer Conjecture, 3n + 1 Collatz Conjecture, Comparative Analysis, Proof, Natural Numbers, Integer Sequences, Factorial Processes, Par-tial Differential Equations, Bounded Values, Collatz Conjecture, Collatz Algo-rithm, Collatz Operator, Collatz Compliance, And Mathematical Conjectures

  JOURNAL NAME: Journal of Applied Mathematics and Physics, Vol.11 No.8, August 14, 2023

  ABSTRACT: This scientific paper is a comparative analysis of two mathematical conjectures. The newly proposed -3(-n) - 1 Remer conjecture and how it is related to and a proof of the more well known 3n + 1 Collatz conjecture. An overview of both conjectures and their respective iterative processes will be presented. Showcasing their unique properties and behavior to each other. Through a detailed comparison, we highlight the similarities and differences between these two conjectures and discuss their significance in the field of mathematics. And how they prove each other to be true.