It happens only for 0.1% of all Higgs produced. And because the Z boson isn 't stable, experimentalists look for its decay into muons which happens only ~3% of the time
You need ~ 30000 Higgs to see h → Z γ → μμ γ once
4/10
Thats why it took 10 years and a 20 times as much data to find this decay
If the Higgs would have been lighter we wouldn't have seen this decay at all.
5/10
The Standard Model predicts both the h → γγ and h → Z γ decay rates precisely.
It tells us that for both decays the intermediate heavy field is most likely the W field, and less likely the top quark, but for h → Z γ the top quark contribution is smaller
6/10
Measuring both pins down the charges and weak quantum numbers of the heavy fields.
We already know the h → γγ rate, so deviations from the Standard Model in h → Z γ would be hard to explain by any new intermediate fields barring some cancellation.
7/10
But we could still discover new physics in this decay. For example there is a unique way for the Higgs to decay into an axion and a Z boson: h → Z a with the axion decaying into 2 photons
If the axion is light the 2 photons are indistinguishable from a single photon
8/10
This could only enhance the rate because there can't be interference for different final states and the gamma gamma rate would be completely unaffected.
But even though we see a slight enhancement for now the evidence agrees with the Standard Model prediction.
9/10
The high-lumi LHC will be able to observe these rare Higgs decays with ever increasing precision and it will be interesting to see if the Standard Model survives all tests.
Einsteins equations are diff equations connecting the geometry of our 3+1 D spacetime with the energy-momentum tensor:
"Matter tells spacetime how to curve, and curved spacetime tells matter how to move"
But in 2D gravity something weird happens
🧵1/8
In 3+1D its rather tedious to calculate the Ricci tensor, but in a universe with only 1+1 dimensions the Riemann tensor has only one independent component and can be written as
2/8
This means the Ricci tensor is proportional to the Ricci scalar R and the metric g_munu and the Einstein tensor vanishes
Regardless of what you think about the multiverse, it's important to distinguish between pure metaphysics and consequences of established theories that are unobservable.
For example a prediction of Newtons universal law of gravity is that an apple falls on every planet in the Universe. There are galaxies with planets for which we can never test whether that is true. 2/4
Yet we still assume this to be true, because all other tests support Newtons theory.
The multiverse is (probably) similar. It's a consequence of eternal inflation that is likely unobservable. 3/4
A thread about a modern view on constants in fundamental physics.
Why are some of them more interesting to physicists and what makes them special?
1/15
You can distinguish 3 categories for fundamental constants:
1) Plancks constant ℏ and the speed of light c
2) constants that are dimensionless (in NU)
3) constants that have mass dimension (in NU)
2/15
Two constants are somewhat special: Plancks constant ℏ and the speed of light c
They are fundamental for the foundations of quantum field theory and general relativity and there is no evidence their values change at any energy scale.
*Everybody* who learns quantum mechanics will have their worldview changed at a fundamental level.
If we were to design a lecture series called “This will make you rethink everything you know’ , what other topics must be on that list ? (No matter the field or how specialised)
For biology it would probably be evolution and genetics? What about psychology or social sciences? Philosophy would probably submit their whole curriculum.
Many amazing replies! Maybe 12 lectures (still very physics heavy)
1. What is Science? (Model building, scale dependence, EFTs)
2. Statistics (Bayesian vs Frequentist, product distributions)
3. Quantum mechanics
4. Differential Geometry and General Relativity (SR, cosmology)