Advances in using density of states for large-N Yang--Mills
arXiv:2303.01149 · doi:10.22323/1.430.0223
Abstract
We present work in progress using the Logarithmic Linear Relaxation (LLR) density of states algorithm to analyse first-order phase transitions in pure-gauge SU(N) Yang--Mills theories, focusing on N = 4 and 6. By using the LLR algorithm we aim to avoid super-critical slowing down at such transitions. Motivation for this study comes from composite dark matter models, which may feature a first-order confinement transition in the early Universe that would produce a background of gravitational waves. Improving our understanding of these phase transitions will help probe these models using observations from future gravitational-wave observatories. In addition to the confinement transition, we also analyze bulk phase transitions of the lattice theories, which feature much larger latent heat.
arXiv admin note: text overlap with arXiv:2212.09199
References in corpus (9)
- SU(N) gauge theories at large N
- The density of states in gauge theories
- Testing the dark SU(N) Yang-Mills theory Confined Landscape: From the Lattice to Gravitational Waves
- New sensitivity of LHC measurements to Composite Dark Matter Models
- A density of states approach to the hexagonal Hubbard model at finite density
- Free energy of the self-interacting relativistic lattice Bose gas at finite density
- The density of states method in Yang-Mills theories and first order phase transitions
- Progress applying density of states for gravitational waves
- Reduced critical slowing down for statistical physics simulations