Speaker
Dr
Wolfgang Unger
(University Frankfurt)
Description
We compare the combinatorics of staggered and Wilson fermions in the strong coupling limit for various colors and flavors. Based on the hopping parameter expansion, we express the partition functions of both discretizations in terms of polynomials with coefficients of distinct combinatorical interpretation.
We address how gauge corrections to the strong coupling limit modify the combinatorics and possibly make both lattice discretizations more similar in the continuum limit.
We compare our analytic results by some recent numerical findings obtained at finite temperature and density.
Primary author
Dr
Wolfgang Unger
(University Frankfurt)
