11  Continuum limit

the result for the continuum extrapolation is:

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q^2[GeV]	24 \pi^3 d\Gamma/dq^2 [GeV^{-3}]
0.0087235	0.1730(40)
0.0348942	0.3667(77)
0.0785119	0.615(12)
0.1395767	0.818(15)
0.2180886	0.977(20)
0.3140476	1.026(21)
0.4274537	1.005(19)
0.5303046	0.931(18)
0.5583069	0.882(19)
0.7066072	0.629(18)

11.0.1 Correlation

V1	V2	V3	V4	V5	V6	V7	V8	V9	V10
1.00000	0.69580	0.333000	0.10310	0.06129	0.1777	0.2720	0.05113	0.010770	-0.01980
0.69580	1.00000	0.541700	0.24710	0.03215	0.1410	0.1592	-0.01649	-0.075800	-0.08229
0.33300	0.54170	1.000000	0.60610	0.32410	0.2696	0.2239	0.02557	0.005324	0.08743
0.10310	0.24710	0.606100	1.00000	0.64960	0.2752	0.2506	0.09448	0.147300	0.14280
0.06129	0.03215	0.324100	0.64960	1.00000	0.5910	0.4501	0.26950	0.300900	0.24220
0.17770	0.14100	0.269600	0.27520	0.59100	1.0000	0.7060	0.38710	0.356600	0.38110
0.27200	0.15920	0.223900	0.25060	0.45010	0.7060	1.0000	0.70610	0.666500	0.35000
0.05113	-0.01649	0.025570	0.09448	0.26950	0.3871	0.7061	1.00000	0.900900	0.47680
0.01077	-0.07580	0.005324	0.14730	0.30090	0.3566	0.6665	0.90090	1.000000	0.51580
-0.01980	-0.08229	0.087430	0.14280	0.24220	0.3811	0.3500	0.47680	0.515800	1.00000

Using names(df_corr) as id variables

11.1 Fits

\chi^2/dof= 1.80899

P	value
P[0]	0.1730(40)

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\chi^2/dof= 0.265586

P	value
P[0]	0.3667(77)

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\chi^2/dof= 0.304216

P	value
P[0]	0.615(12)

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\chi^2/dof= 0.193175

P	value
P[0]	0.818(15)

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\chi^2/dof= 2.60467

P	value
P[0]	0.977(20)

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\chi^2/dof= 3.35247

P	value
P[0]	1.026(21)

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\chi^2/dof= 0.749725

P	value
P[0]	1.005(19)

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\chi^2/dof= 0.63631

P	value
P[0]	0.931(18)

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\chi^2/dof= 1.5971

P	value
P[0]	0.882(19)

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\chi^2/dof= 2.55011

P	value
P[0]	0.629(18)

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