Speaker
Luis Hidalgo
Description
In this talk, I present a Hamiltonian for lattice SU($N_c$) gauge theory with staggered and Wilson fermions. A theta angle is also included as part of either a pure-gauge term or a complex fermion mass. The physical, gauge-invariant Hilbert space is formulated in a representation basis, where gauge and fermionic degrees of freedom can be encoded by irreducible representations of SU($N_c$) that tensor at each lattice site to contain a singlet. Small-scale, real-time classical simulations of lattice QCD with Trotterization are performed.