The fundamental equivalence driving all physical processes
The Effortless Effect Meta-Law (EEML) is the foundational principle governing all physical processes. It states that among all possible configurations of matter, energy, and spacetime, nature selects those that minimize a universal resistance functional while maximizing operational efficiency.
Among all admissible configurations C, the realized universe selects the configuration that minimizes the universal resistance functional R[C].
The functional decomposes into hard constraints and soft penalty terms
Binary penalties for fundamental violations:
Graduated penalties from physical processes:
Every physical configuration C in the EEML framework consists of three interconnected layers that bridge the gap between discrete Planck-scale structure and emergent continuum physics.
Fundamental discrete architecture defined by a finite-valence cell complex L with oriented incidence operators:
Emergent smooth description (M, g, Φ) governing large-scale physics:
The critical connection π: L → (M, g, Φ) that ensures physical consistency across all scales:
A configuration is admissible if it satisfies:
All physical interactions respect relativistic causality and have finite propagation speed.
Quantum mechanical evolution preserves probability and maintains consistent amplitudes.
Physical laws maintain their form under appropriate coordinate transformations.
Quantum corrections maintain gauge and gravitational consistency.
The theory remains well-defined after removing UV divergences within observational windows.
The EEML framework generates precise, parameter-free predictions across all scales of physics, from fundamental constants to cosmological structure.
EEML uniquely selects K3 surfaces over T⁴ tori as the minimum-resistance vacuum geometry
Fine-structure constant emerges from geometric optimization with no free parameters
Number of fermion generations follows directly from K3 topology via index theory
Cosmological dark matter fraction emerges from K3 moduli space geometry
The χ=24 framework represents a speculative but mathematically rigorous approach to fundamental physics, with core derivations complete and experimental tests designed.
Finalize mathematical derivations and prepare academic materials
Peer review, publication, and supporting experimental tests
Decisive experimental test determines framework validity
Framework development or alternative theory exploration
This framework represents cutting-edge theoretical research requiring experimental validation. All predictions are subject to empirical verification.
Not yet peer-reviewed. Framework is being prepared for formal academic submission and community evaluation.
Framework makes precise, testable predictions that can definitively validate or falsify the entire approach.