Muon Collider: Peering into the Heart of Mass express

Original: "Higgs Physics at a $$\sqrt{s} = 10$$ TeV Muon Collider"
arXiv:2604.17514 · 2026-04-19 · CC BY 4.0 · 1 min
A future muon collider could measure how the Higgs boson interacts with itself with precision unattainable by other facilities.

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The Higgs boson is like a conductor that gives mass to all other particles. Without it, electrons would be massless and atoms would fall apart. But how does the conductor interact with itself? That is the key question a future muon collider aims to answer.

The paper examines the MUSIC facility, designed for muon collisions at 10 TeV. Muons are heavy relatives of electrons, and their collisions produce very clean events. Over five years of operation, the collider would accumulate an integrated luminosity of 10 inverse attobarns (a measure of collision count), allowing measurement of Higgs boson production rates in different channels: decay to a pair of b-quarks, decay to two W bosons, and production of two Higgs bosons simultaneously.

The key goal is to determine the trilinear self-coupling of the Higgs boson, i.e., the strength of its interaction with itself. This parameter is directly related to the shape of the Higgs field potential, which determines how the Universe chose a state with a nonzero vacuum expectation value and, consequently, mass for particles.

The precision promised by the muon collider surpasses all other proposed future accelerators. If the measured self-coupling deviates from Standard Model predictions, it would point to new physics — possibly additional fields or particles affecting the mechanism of electroweak symmetry breaking.

Muons live only 2.2 microseconds, but in a collider they are accelerated to near light speed, and thanks to relativistic time dilation, they manage to make many turns before decaying.

In Liu Cixin's novel "The Three-Body Problem," aliens use subatomic particles for ultra-precise experiments — a muon collider would similarly require exquisite control over its beams.

\lambda_{HHH} = \frac{m_H^2}{2v^2}
The trilinear self-coupling of the Higgs boson in the Standard Model is expressed in terms of the Higgs boson mass m_H and the vacuum expectation value v ≈ 246 GeV.
Scientists
Emmy NoetherWolfgang PauliEnrico FermiPaul DiracChien-Shiung WuEugene Wigner
Concepts
collision energy cms collaboration collider Higgs boson cms detector fermilab higgs field particle creation cern Large Hadron Collider heavy ion collision higgs mechanism electron ion collider high precision magnetometry muon magnetic moment