General Mathematics

    

Axiom of Infinite Cycles with Vector Density: A New Mathematical Framework

Authors: Alexander K. Shakhov

This paper introduces a novel mathematical concept - the Axiom of Infinite Cycles with Vector Density. The axiom presents a fundamental mathematical model describing cyclic processes through vector interactions and density relationships in three-dimensional space. Centered around a singular point of origin (0), the model demonstrates how cyclic numerical sequences (01987654321012345678910) interact along three primary vectors, creating a universal framework for understanding and modeling repetitive processes. The axiom establishes new principles for analyzing cyclic systems, vector interactions, and density relationships, offering applications across mathematics, physics, and computer science. This work presents both theoretical foundations and practical implementations of the concept, demonstrating its potential for various scientific applications.

Comments: 5 Pages.

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Submission history

[v1] 2024-12-10 21:19:53

Unique-IP document downloads: 101 times

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