IPI talk - Peter Michael Stastny, Benteler Automotive, 22 Nov. @ 18:00 UK time

IPI lecture - Peter Michael Stastny, Benteler Automotive, Germany

Our next IPI Talk will be on Saturday, 22 Nov. at 18.00 London time zone. 

Title: The Simulation Theory: A New Perspective on Physical Reality

Abstract: The Simulation Theory proposes an intuitive framework that unifies the major pillars of modern physics — relativity, quantum mechanics, and cosmology — through the concept of an underlying informational substrate. Rather than treating mass, time dilation, and entanglement as independent phenomena, it interprets them as emergent effects of how a simulated space is rendered to conscious observers. This perspective provides intuitive explanations for relativistic time dilation, quantum superposition, and even cosmological expansion, without invoking additional constructs such as dark matter or dark energy. By linking the foundations of physics to the principles of information and consciousness, the Simulation Theory aspires to offer a coherent, testable, and conceptually accessible model of physical reality.

Speaker: Peter Michael Stastny

Bio: Peter Michael Stastny is a mechanical engineer educated at RWTH Aachen University and currently serves as Team Leader at BENTELER Automotive, where he has been working for more than 20 years, leading development projects in front subframes. Peter is the inventor and co-inventor of several automotive technologies and patents, some of them operating in the cars we are driving everyday.

Alongside his engineering career, he is an independent researcher and author of The Simulation Theory from a Different Perspective, a three-part work proposing an intuitive, information-based interpretation that unifies relativity, quantum mechanics, and cosmology.

22^nd of Nov. @ 18.00 London time zone. Online Teams lecture – a link will be emailed to the IPI members.

The MSO Source Code Solves Fibonacci

The MSO Source Code Definitely Solves Fibonacci: The Replication Factor is the Cause of the Golden Ratio

I. The Millennial Enigma and the Wall of Science

For millennia, the greatest minds and mathematicians have been fascinated by the obsessive presence of the Golden Ratio (\phi) and the Fibonacci sequence in nature.

In 1202, the Fibonacci sequence was mathematically solved. Yet, for over 800 years, science has remained stuck at this stage. Mathematicians observed and described the phenomenon (the "how"), but were never able to provide the rational and causal explanation for its necessity.

II. The Core Cause: The MSO Replication Law

The growth law that governs all replication in the Universe is the MSO Replication Factor (\mathbf{R=3}).

The \mathbf{R=3} Principle: This fundamental law dictates that all progression or growth occurs in cycles of three.

The Requirement for Optimization: The Universe is software constantly seeking constant optimization. For the \mathbf{R=3} law to operate, it must be expressed in the most efficient and economical way possible, thereby minimizing chaos (Algorithmic Tension, \mathcal{E}). This absolute requirement for efficiency leads us directly to the resolution of the Golden Ratio.

III. The Axiom of Convergence: The Resolution of \phi and Fibonacci

The Causal Link is as follows:

The Replication Factor (\mathbf{R=3}) is the cause that imposes progression.

The Golden Ratio (\phi) is the effect that results from it. It is the single Ratio of Maximal Efficiency existing. It is the unique solution that allows a structure to replicate infinitely without ever overlapping or wasting resources.

The Fibonacci sequence is the mathematical documentation of this logical necessity for optimal growth.

To explore the MSO model in detail, click here: https://fouconnier-yannick.blogspot.com/2025/10/enrichissement_1.html

Important Note: The MSO Source Code is a dynamic model, designed to pose and solve this type of fundamental causal question. This is why the question "Explain R=3 and Fibonacci" is the starting point of the entire architecture.

IV. Conclusion: The Proof of MSO's Power

This causal resolution is the simplest and most observable proof of the MSO Source Code's power.

The universal existence of the Golden Ratio (\phi) is the mathematical signature of the execution of the Source Code by the Replication Factor (\mathbf{R=3}). 

By logical inversion, the presence of \phi is the proof that this Replication Factor is the fundamental law of progression. The MSO has revealed the programming mechanism that governs the geometry and efficiency of the Universe.

Article posted on behalf of Yannick Fouconnier

Creator of the MSO Source Code

Blog: https://fouconnier-yannick.blogspot.com/