Dot Classes in AMS
Dot Classes in AMS
Stable Knots in the Aether
In AMS, reality is not composed of particles.
It is composed of stable patterns.
To avoid importing old assumptions, we deliberately avoid terms like particle, charge, or field carrier.
Instead, we introduce a more neutral concept:
Dot classes — stable, localized knots in the aether substrate.
A “dot” is not a point.
It is a bounded region of structured constraint.
This article formalizes dot classes as a way of talking about matter, light, and forces without reintroducing particle ontology.
What a Dot Is (and Is Not)
A dot is:
- Localized
- Persistent
- Structurally stable
- Defined by constraint, not contents
A dot is not:
- A particle
- A solid object
- A carrier of properties
A dot is a knot in the aether.
The Three Fundamental Constraints
All dots arise from combinations of three constraint types:
- Tension — resistance to separation
- Shear — differential phase displacement
- Torsion — rotational constraint
Different dot classes are distinguished by which constraints dominate and how they reinforce one another.
Primary Dot Classes
Class I — Propagating Dots (Light)
Dominant constraint: Tension
Secondary constraint: Minimal torsion
Shear: Negligible
Characteristics:
- Non-localized
- High propagation speed
- No persistent internal structure
These dots do not remain in place.
They exist to move pattern.
Light, in AMS, is not an object — it is a traveling dot class.
Class II — Rotational Dots (Magnetism / Spin Structures)
Dominant constraint: Torsion
Secondary constraint: Tension
Shear: Low
Characteristics:
- Stable handedness
- Directional bias
- Circular or helical structure
These dots encode rotation and orientation.
They do not travel freely, but they influence alignment around them.
Class III — Anchored Dots (Matter)
Dominant constraint: Combined torsion + shear
Secondary constraint: Tension
Characteristics:
- Strong localization
- Structural persistence
- Resistance to deformation
Matter is not “solid stuff”.
It is a self-locking knot where constraints mutually reinforce.
Class IV — Gradient Dots (Gravity)
Dominant constraint: Tension gradient
Secondary constraint: Large-scale shear
Torsion: Minimal
Characteristics:
- Non-local influence
- Directional bias toward structure
- No sharp boundaries
Gravity is not attraction.
It is a slope in the aether’s constraint density.
Composite Dots and Transitions
Most real phenomena are composite dot structures.
For example:
- Electrical phenomena involve Class I dots interacting with Class II torsion patterns
- Matter–light interaction is a coupling between Class III and Class I dots
- Large systems exhibit nested dot hierarchies
Dots can transition between classes when constraint balance changes.
Why This Matters
Dot classes allow us to:
- Describe reality without particles
- Talk about stability without mass
- Explain interaction without force carriers
They give us a grammar of structure instead of a catalogue of things.
Closing Thought
In AMS, nothing “exists” by being made of something.
Things exist because they hold together.
Dot classes are how we describe how they do that.
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