Difference between revisions of "Z3 grid source"
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==Comments== | ==Comments== | ||
+ | * '''Warning: all the unequal plots are wrong. Please ignore them. The correct ones can be found on the chiQCD wiki''' The equal plots are fine. | ||
* Each file has two pages, corresponding to masses 1 to 15 and 16 to 30. | * Each file has two pages, corresponding to masses 1 to 15 and 16 to 30. | ||
* The effective mass is computed using 3 points: ArcCosh[(G(t+1) + G(t-1)/(2*G(t))]. | * The effective mass is computed using 3 points: ArcCosh[(G(t+1) + G(t-1)/(2*G(t))]. | ||
* All errors are obtained by jackknife. | * All errors are obtained by jackknife. | ||
* The linear scale is useful to show negative G(t) in the scalar case. | * The linear scale is useful to show negative G(t) in the scalar case. | ||
− | * The numbers of configurations vary from case to case (indicated on each figure), and sometimes don't match up. | + | * The numbers of configurations vary from case to case (indicated on each figure), and sometimes don't match up. |
==Meson correlators on 24<sup>3</sup>×64 lattices at m<sub>l</sub> = 0.005 and m<sub>s</sub> = 0.04== | ==Meson correlators on 24<sup>3</sup>×64 lattices at m<sub>l</sub> = 0.005 and m<sub>s</sub> = 0.04== | ||
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* [[Media:Vector-error-2464-005-04.pdf|Relative error]] | * [[Media:Vector-error-2464-005-04.pdf|Relative error]] | ||
* [[Media:Vector-effmass-2464-005-04.pdf|Effective mass]] | * [[Media:Vector-effmass-2464-005-04.pdf|Effective mass]] | ||
− | * [[Media:Vector- | + | * [[Media:Vector-ratio1-2464-005-04.pdf|Ratio of Correlators]] |
− | * [[Media:Vector-diff1-2464-005-04.pdf| | + | * [[Media:Vector-diff1-2464-005-04.pdf|Difference of Correlators]] |
====unequal us==== | ====unequal us==== |
Latest revision as of 15:23, 22 February 2011
Contents
Comments
- Warning: all the unequal plots are wrong. Please ignore them. The correct ones can be found on the chiQCD wiki The equal plots are fine.
- Each file has two pages, corresponding to masses 1 to 15 and 16 to 30.
- The effective mass is computed using 3 points: ArcCosh[(G(t+1) + G(t-1)/(2*G(t))].
- All errors are obtained by jackknife.
- The linear scale is useful to show negative G(t) in the scalar case.
- The numbers of configurations vary from case to case (indicated on each figure), and sometimes don't match up.