Henry Lamm

True Muonium on the Light Front

Applying Discretized Light Cone Quantization, we perform the first calculation of the spectrum of true muonium, the atom, as modified by the inclusion of an Fock component. The shift in the mass eigenvalue is found to be largest for triplet states. If me is taken to be a substantial fraction of , the integrated probability of the electronic component of the state is found to be as large as . Initial studies of the Lamb shift for the atom are performed. Directions for making the simulations fully realistic are discussed.Applying Discretized Light Cone Quantization, we perform the first calculation of the spectrum of true muonium, the

Can Galileons solve the muon problem

\mu^+ \mu^-

Electroweak corrections to the true muonium hyperfine splitting

atom, as modified by the inclusion of an

True muonium

|e\bar e \rangle

(\mu^+ \mu^-)

Fock component. The shift in the mass eigenvalue is found to be largest for triplet states. If

on the light front

m_e

Applying Bayesian inference to Galileon solutions of the muon problem

is taken to be a substantial fraction of

Predicting and Discovering True Muonium (μ+μ−)

m_\mu

Nonperturbative True Muonium on the Light Front with TMSWIFT

, the integrated probability of the electronic component of the

True muonium (μ+μ-) on the light front

1 \, {}^3 /! S_1