Dynamical Mean-Field Theory of Strongly Correlated Fermion
Systems
and the Limit of Infinite Dimensions
by A. Georges, G. Kotliar, W. Krauth, M. Rozenberg
lisaqmc.f | the Hirsch-Fye algorithm |
lisaqmc.param | supplementary file, sets the dimension of the program parameters
(the file is directly read into lisaqmc.f during compilation) |
lisaqmc.input | sample input file for `physical' parameters
(temperature, Interaction, magnetic field, number of sweeps, etc) |
lisaqmc.g0 | sample init file, containing an initial choice of G0(tau), and of the Ising variables Is(tau), as well as an initial seed of the random number generator |
The program lisaqmc.f will produce the following files
lisaqmc.result | result for the Green's function G(tau) |
lisaqmc.end_g | same as lisaqmc.g0, but with the final values of the Ising variables. This way it is possible to run the program several times one after the other, with 'good' choices for the Ising spins. |
compile | f77 -O lisaqmc.f -o lisaqmc.out |
remove two files | rm lisaqmc.result lisaqmc.end_g |
execute the program | lisaqmc.out > lisaqmc.output |
rerun the program | mv lisaqmc.end_g lisaqmc.g0
rm lisaqmc.result lisaqmc.end lisaqmc.out >> lisaqmc.output |