Strings Out of Tune: When Dimensions Are Lacking express

Original: "Closed String Field Theory in 25.99 Dimensions"
arXiv:2605.20324 · 2026-05-19 · CC BY 4.0 · 1 min
Physicists have developed a method that allows strings to exist in worlds where the number of dimensions slightly deviates from 26.

Unlike the Standard Model, where particles are point-like, string theory describes them as tiny vibrating threads. Their oscillations give rise to all forces, including gravity, which in this picture is the curvature of spacetime. For mathematical consistency, strings require 26 dimensions — just as a guitar string needs precise tuning. But our Universe has only four.

A new study explores what happens when dimensions are 'slightly out of tune' — their number deviates just a bit from 26, or a special field is present. Physicists have developed a tool to describe closed strings in such non-ideal spaces. An unexpected discovery: under these conditions, strings acquire an internal quantum state that compensates for the missing dimensions. It's like playing a slightly out-of-tune instrument where the performer adjusts their technique.

A surprising twist: the mathematics allows not only an integer number of dimensions but also fractional ones, like 25.999. Perhaps right after the Big Bang, the Universe was multi-dimensional and then curled up into the familiar four. Studying such transitional regimes brings physicists closer to unifying gravity with the other forces.

Bosonic string theory requires exactly 26 dimensions, superstring theory — 10. This new work for the first time makes it possible to study theories with a slightly different number of dimensions, down to fractional ones like 25.999.

Scientists
Albert EinsteinRobert H. DickeJosef LenseDaniel GottesmanDavid DiVincenzoGilles Brassard
Concepts
conformal field theory string theory AdS/CFT correspondence