Published 2026
| Version v8
Preprint
Open
Null Theory : From ∅ to the Standard Model -- A zero-parameter derivation of 45 dimensionless observables, 0.063% RMS
Authors/Creators
Description
Hey! Welcome to Null theory!
master_kernel.pdf has the end result of all the work distilled down into a single master expression. It outputs all the observables with 0.063% RMS accuracy.
Read Relativity-Mechanically.pdf if you want an explanation of relativity under this framework
Null_Theory.pdf has the complete derivation chain from ∅ to CC/H, newtonian, relativity, etc. It goes over the connection and generation of the platonics and the gauge groups, introduction of 3+1d space/time, the natural and digital numbers, 3 independent routes of derivation that converge on the same thing, etc. mostly as forced actions. Its a discrete combinatorial with no parameters... There's no continuous number I could fudge even if I wanted to.
Null theory is ultimately about making the most minimal claim ( nothing conceptually exists ) and subjecting it to the most simplest rule for growth ( A->AB, B->A : the fibonacci substitution ). That's it. I'm literally claiming nothing then picking the first rule that shows up and does anything non-trivial. What would physics look like if they had to be constrained to this rule?
Well, it turns out it looks a lot like our physics.
Update: due to recent findings connecting the framework to the axiom of foundation ( now theorem of foundation under framework ), the framework is now entirely logically self-consistent; it’s now zero parameter with no axiomatic claim on the object or meta-level, it’s all theorem. findings can be seen in closure_draft.pdf
Update2: I added a complete blind prediction pipeline, its under blind_prediction_pipeline.pdf and its companion program blind_prediction_standalone.py . The predicted value of the effective electroweak mixing angle got reduced down to 0.003%, total RMS accuracy at this point is 0.046%
One of the core principles is that the behavior of fibonacci words ( and phi in general ) project upwards i.e. ABAABABA => no B's Touch => B-Repulsion => basis for causality and motion. the give of A/AA is a spatial basis.
its about reducing complex phenomena to their simple origin or its vice versa, to navigate to complex phenomena through simple origin.
0d minimum claim ( null-set ) - > 1d minimum rule ( fibonacci substitution ) -> 2d minimum topology ( fibonacci-mobius strip ) -> 3d minimum geometric ( doubly twisted hopfion ) -> 4d minimum dynamics ( soliton )
everything is picked on an entropic minimum basis.
complex object = high entropy
simple object = low entropy
information loss = high entropy
no information loss = low entropy
from 1d to 4d the fibonacci word remains PERFECTLY ENCODED, no information loss. Every construction is the BARE MINIMUM.
I also added the hopfion viewer so you can see what gravity looks like from first principles. Look at the keys, jingle jingle (its actually really pretty).
Just open the HTML in your browser and you can interact with it. It's deeply asymmetrical yet ordered, very beautiful thing.
The verifiers are just there to provide the theorems if you need to build anything. The bergman misc stuff is just some theorems I used to get to the unified rule for the master expression.
Files
Null_Theory.pdf
Files
(3.4 MB)
| Name | Size | |
|---|---|---|
|
md5:cfb8181414cc5c8a34c93d87d03752a7
|
331.2 kB | Preview Download |
|
md5:b9787a19909a62f85ee058e72f6fb18c
|
25.7 kB | Download |
|
md5:5a025e9d774fbf200f876f084fe9bd7e
|
304.5 kB | Preview Download |
|
md5:d3e58c989bf468826da1198df5fb1460
|
28.7 kB | Download |
|
md5:6b465478b675d3a43c203771a5e56e14
|
469.7 kB | Preview Download |
|
md5:8e374fbd1402558483e87565d3778175
|
184.7 kB | Download |
|
md5:0ae81067e0f3a2aa8c01c2044b4f3217
|
75.2 kB | Download |
|
md5:79a30e69f07a622242cde21551d32aef
|
336.2 kB | Preview Download |
|
md5:b181cacda6f4e2037850b7834be01669
|
16.8 kB | Download |
|
md5:2037f5dc30d8d01d93f1469e786cc1b0
|
1.3 MB | Preview Download |
|
md5:a0b4671e3d1c8062e424bd1674751f74
|
374.7 kB | Preview Download |
Additional details
Dates
- Created
-
2026canonical date of creation