The Schwinger Model
An introduction to the 1+1D Schwinger model, staggered fermions, lattice gauge fields, Gauss’s law, and Hamiltonian dynamics.
Essays and notes on scientific computing, physical simulations, and mathematical abstractions.
An introduction to the 1+1D Schwinger model, staggered fermions, lattice gauge fields, Gauss’s law, and Hamiltonian dynamics.
An exploration of higher derivatives through local polynomial approximations, Taylor expansion, and geometric intuition.
A retrospective on building Tempest, a computational physics sandbox for PDE solvers, numerical validation, and scientific machine learning.