Dear Colleagues and Enthusiasts,
I am seeking peer review and constructive feedback on my manuscript titled "From Chaos to Order: A Study of Balance Chaos Mathematics and Absolute Mathematical Framework". This work introduces two novel mathematical frameworks:
Absolute Mathematical Framework (AMF): A framework that resolves infinities and divergences by redefining them under finite "absolute limits," ensuring convergence where traditional methods fail.
Balance Chaos Mathematics (BCM): A paradigm where zero represents balance, and infinity embodies chaos, offering mechanisms to stabilize chaotic systems like turbulent flows, black hole curvature, and quantum field theory divergences.
The paper presents formal axiomatic proofs, consistency checks, and practical applications in physics, cosmology, fluid dynamics, and number theory. The frameworks propose solutions to:
Quantum field theory infinities (e.g., loop integrals),
Chaotic systems (e.g., Lorenz attractor, financial market dynamics),
Black hole singularities,
The Riemann Hypothesis oscillations.
I humbly request:
A critical review of the mathematical rigor and logical flow.
Suggestions to refine proofs, improve clarity, or identify overlooked contradictions.
Feedback on the potential applicability of AMF and BCM in existing or future mathematical/physical theories.
Your insights will be invaluable in ensuring this work achieves its fullest potential.
You can access the manuscript in overleaf [https://www.overleaf.com/read/bmkgpstjdpyp#09197a]enter link description here. I would deeply appreciate your time and thoughts.
Sincerely, Mohamed Hassan [email protected]
