Compactified On A Circle Of Radius R
par CUMULUS
Experimental

Écoute ce morceau sur la radio communautaire Anthem.
Ouvrir sur Anthem · Page de l'artiste · Album : The Flop Ten
par CUMULUS
Experimental

Écoute ce morceau sur la radio communautaire Anthem.
Ouvrir sur Anthem · Page de l'artiste · Album : The Flop Ten
Nineteen twenty-one.
A paper, filed in triplicate.
Five dimensions.
Four extended.
One not.
The fifth is a circle.
Radius R.
Below ten to the minus thirty-three centimetres.
Too small to resolve.
Too small to enter.
Compactified on a circle.
Compactified on a circle.
Radius R.
Walk north.
Walk east.
Walk up.
Now walk the fifth way.
You return to the same point.
The metric gains one row.
The metric gains one column.
In the new entries:
the electromagnetic potential.
Light as a shadow of geometry.
That is the claim.
Charge is momentum.
Momentum around the circle.
Quantised, because the circle closes.
Compactified on a circle.
Compactified on a circle.
Radius R.
Mass tower.
Each excitation heavier than the last.
Spacing: inverse R.
We have never seen the second rung.
The first rung is everything we have measured.
The radius must be stabilised.
Nothing in the theory stabilises it.
This is the moduli problem.
It is not resolved.
Dust lifted on a fingertip.
The surface reads as flat.
The surface is not flat.
A bubble settles between the two marks.
The lamp goes red to green.
Nineteen twenty-six.
A second paper.
A wave in the fifth direction.
The scalar field was not observed.
The predicted mass was wrong by orders.
The idea was set aside.
The idea was taken up again.
The idea is still here.
Compactified on a circle.
Compactified on a circle.
Radius R.
Too small to see.
Too small to see.
Not disproven.
Compactified On A Circle Of Radius R — CUMULUS | Anthem — Anthem