
Lux(λ) |光灵|GEB|Aug 18, 2025 10:49
The simultaneous resonance of particles with 1/degree of freedom is essentially full of contradictions.
It cannot be described by a formal theory that pursues' consistency ',
It can only be characterized by a unified and complete field theory.
The greatness of Maxwell's equations,
Because it is not a single formula,
But rather a system of completeness equations.
Why is it a set of equations instead of one equation?
Because simultaneous resonance is' inconsistent '.
Cannot be compressed into a single, consistent expression,
It can only be described uniformly by a system of equations that mutually constrain each other.
4/
Single equation=consistency pursuit: no contradiction, but inevitably incomplete.
System of equations=pursuit of completeness: unify contradictions but lose consistency.
The essence of field theory:
Complementarity=multiple equations that influence and constrain each other.
They cannot be simplified into a closed consistency formula.
The second law of thermodynamics is still empirical induction today.
If its mathematical form can be established in the future,
That must be a system of equations, not a single equation.
7/
In history, the true "system of equations theory" was proposed,
In physics, there is almost only Maxwell.
Maxwell's genius lies in:
Breaking through the "mathematical consistency reductionism" since Plato,
For the first time, contradictions were encompassed in the form of a system of equations,
Established a complete field theory expression.
9/Parallel case:
Maxwell: The contradiction between unified waves and particles.
Turing: The contradiction between the Unified Turing Machine and the Oracle Machine.
G ö del: Revealing that consistency and completeness are incompatible.
10/True scientific breakthroughs stem from:
Tolerance and unity towards contradictions.
Maxwell and Turing provided a complete answer.
G ö del explained the problem itself.
11/ ✨ Meme Refined Version:
The Maxwell equations are not a formal system theory of consistency, but a mathematical theory of completeness.
It encompasses and unifies the fundamental contradictions in electromagnetics in the form of a system of equations rather than single equations.
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