Information for 2+1 Transverse lattice.
The paper that discusses a lot of these results
is now posted at Los Alamos:
Transverse Lattice Approach to Light-Front Hamiltonian QCD.
Scans of parameter space.
All plots are in encapsulated postscript format.
- Small basis at mass=0, lambda_3=10.0.
Scale determined by fixing 0^++ to Teper's value.
The value of tau was fit.
- Small basis at mass=0, lambda_3=10.0.
Scale determined by fixing minimizing chi² (no lattice data used).
The value of tau was fit.
- Large basis at mass=0.032492, lambda_3=10.0.
Scale determinedf by fixing 0^++ to Teper's value.
The value of tau was fit.
- Large basis at mass=0.032492, lambda_3=10.0.
Scale determined by fixing minimizing chi² (no lattice data used).
The value of tau was fit
- Small basis at mass=0.032492, lambda_3=10.0.
Scale determinedf by fixing 0^++ to Teper's value.
The value of tau was fit.
- Small basis at mass=0.032492, lambda_3=10.0.
Scale determined by fixing minimizing chi² (no lattice data used).
The value of tau was fit
Scaling Trajectory.
All of the couplings are fit as a function of mass. Here,
the strategy is to include as many criteria as possible
in the fitting procedure.
- Small basis.
Scale determined by fixing 0^++ to Teper's value.
- Large basis.
Scale determined by fixing 0^++ to Teper's value.
- Small basis.
Scale determined by fixing minimizing chi² (no lattice data used).
- Large basis.
Scale determined by fixing minimizing chi² (no lattice data used).
We have two runs corresponding to different ways of extrapolating.
- ctraj1.out, earlier run.
The states are sorted then extrapolated. This is the
data that appears in Table 1 of the preprint.
- Various plots of results
- ctraj11.out, second run,
The states are sorted then extrapolated then sorted
again. This can make a difference for the
third excited state in the C=-1 sector.
Scaling Trajectory with picky fit criteria.
In this case, I only use the c² for the lowest state in each
charge conjugation sector.
All of the couplings are fit as a function of mass.
- Small basis.
Scale determined by fixing 0^++ to Teper's value.
- Large basis.
Scale determined by fixing 0^++ to Teper's value.
Scaling Trajectory with compromise fit criteria.
In this case, In this case I use something in between the
two stategies above.
All of the couplings are fit as a function of mass.
- Large basis.
Scale determined by fixing 0^++ to Teper's value.
Scaling Trajectory with new tau-interactions.
In this case, In this case I try to get as many states
correct as possible.
- Small basis.
Scale determined by fixing 0^++ to Teper's value.
- Small basis.
Scale determined by minimizing chi².
- Large basis, including a fit to Teper's spectrum
along with the various Lorentz invariance criteria.
Scale determined by minimizing chi²; errors chosen
based on typical errors seen in earlier runs.
- Large basis.
Scale determined by fixing 0^++ to Teper's value.
The following have a slightly modified extrapolation
procedure, as well as slightly different criteria for
roundness, for the heavy source potential.
This is another try with the chi² errors chosen
based on typical errors seen in earlier runs.
- Large basis.
Scale determined by minimizing chi².
The following have a slightly modified extrapolation
procedure, as well as slightly different criteria for
roundness, for the heavy source potential.
This is another try with the chi² errors chosen
based on typical errors seen in earlier runs.
The subsequent runs are with different starting couplings.
Scaling Trajectory with 1/K² term in extrapolation.
Here, we see how including a 1/K² in the extrapolation
affects the numerical results. Unfortunately, this means that
the results for the excited states will probably be less reliable.
Thus, the chi² fit criteria should not give a high weight
to these states.
- Small basis.
Scale determined by fixing 0^++ to Teper's value.
I use "compromise" fit criteria.
- Large basis
Scale determined by minimizing chi².
I use "compromise" fit criteria.
E-mail:
bvds@pitt.edu