Sprecher
Baris Ölmez
Andreas Maximilian Lindner
(LMU Munich)
Beschreibung
A numerical scheme for solving the nonlinear Heisenberg-Euler equation in up to 3 spatial dimensions plus time is derived and its properties are discussed. This "quantum vacuum simulation algorithm" is tested against a set of already known analytical results and its power to go beyond analytically solvable scenarios is shown.
