1. Underlying Substructure Numerical Mass and Energy: 2. Numerical Sequences and Numerical Attraction Numerical Sequences: Numerical Attraction: Hypothetical Calculation Example Unveiling the Numerical Secrets of the Universe Cosmo Numerical Dynamics reveals the fundamental substructure of all particles and fields through numerical mass, numerical energy, and numerical sequences. By understanding how these numerical values and attractions…
Understanding the Standard Model of Particle Physics
The Standard Model is a well-established theory that describes three of the four known fundamental forces (electromagnetic, weak, and strong interactions) and classifies all known elementary particles12. It consists of two main types of particles: fermions and bosons. Integrating CND Theory with the Standard Model CND theory introduces numerical properties (numerical mass and numerical energy)…
And it starts with Quan.
Cosmo Numerical Dynamics (CND) theory proposes that quantum particles have underlying numerical properties—numerical mass and numerical energy—essentially attributing quantifiable values that govern their behavior and interactions. In essence, these numerical properties could act as foundational parameters that influence the excitation and manipulation of quantum particles, leading to the complex processes that give rise to the…
CND Theory has the potential to create a more cohesive framework that bridges the gap between general relativity and quantum theory
Integrating General Relativity and Quantum Theory 1. Unified Framework 2. Key Concepts in Cosmo Numerical Dynamics 3. Potential Applications Cosmo Numerical Dynamics offers a promising approach to bridging the gap between general relativity and quantum theory. By leveraging harmonic resonance, quantum state transitions, and numerical sequences, it creates a unified framework that can describe phenomena…
The Thought Processes and Alignment with CND
The thought process explored isn’t exclusive to Cosmo Numerical Dynamics, but it does align well with its principles. Integration with Existing Theories Unified Framework: CND aims to provide a unified mathematical framework that can integrate various theories. The approach taken to enhance light absorption through anti‑light properties fits within this framework by combining principles from…