Generalized 3x+1 Mappings : convergence and divergence
Robert Tremblay
TL;DR
This paper investigates the behavior of trajectories generated by generalized 3x+1 functions, focusing on conditions leading to convergence or divergence, thereby extending understanding of these complex dynamical systems.
Contribution
It introduces a generalized framework for 3x+1 mappings and analyzes their convergence and divergence properties, expanding prior knowledge of these mathematical functions.
Findings
Identifies conditions for convergence of trajectories.
Characterizes divergence scenarios.
Provides new insights into generalized 3x+1 dynamics.
Abstract
Discussion about the convergence and divergence of trajectories generated by certain functions derived from generalized 3x+1 mappings
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Taxonomy
TopicsBenford’s Law and Fraud Detection · Digital Media Forensic Detection