All Tables
- Table 1:
Velocity dispersion and line-strength gradients for the sample of 82 galaxies. A portion of the table is shown for guidance regarding its form and
content. For each galaxy and index, the first line shows the measured gradient,
while the second row lists its corresponding formal error. The full table is
available in electronic form at http://www.edpsciences.org.
- Table 3:
Mean gradients of age, [M/H], and metallicity, derived with different
indices for LDEGs.
:
typical deviation; N: number of galaxies;
:
effective number of points,
/
;
t: t-statistic to check the
hypothesis "mean
0'';
:
typical deviation expected from
errors;
:
level of significance to reject the hypothesis
"
''. The last column
contains the t-statistic used to test the hypothesis "mean grad[M/H] = mean grad[M/H]''
(with different indices).
- Table 4:
Linear fits and probability of no correlation between the metallicity
gradient and the gradient of velocity dispersion. N: number of galaxies in
the fit;
:
slope and error of the linear fit (the errors have been
calculated by Monte Carlo simulations, as described in the text); t:
t-statistic to verify the hypothesis "b=0'' (a t value higher than 1.96
allows the hypothesis to be rejected, with a significance level lower than 0.05);
Pnc: probability of no correlation in a non-parametric Spearman test.
- Table 5:
Correlation between the gradients of age and metallicity and the
central velocity dispersion. The brackets show the different indicators used
to calculate the metallicity gradients. The first and the second rows refer to
the values calculated using the ten indicators described in Sect. 3. t: t-parameter calculated as the
quotient of the slope and its error, computed through Monte Carlo simulations;
Pnc: probability of no correlation according to a non-parametric Spearman test.
- Table 6:
Parameters of the linear fits, weighted with errors, of the age and
metallicities (measured in different index-index diagrams indicated between
brackets) and the central velocity dispersion. The table shows the results for
the central values (
and
)
and for the global values (
and
). The coefficients a and b represent the zero point and the slope of
the linear fit, respectively. The last column shows the t parameter obtained
in a t-test to check the hypothesis
.
A value of t higher than 2.326 allows us to reject the hypothesis with a significance level lower than 0.01.
- Table 7:
Mean stellar population gradients and their errors for HDEGs.
:
standard deviation about the mean; N: number of galaxies averaged;
:
effective number of points; t: t-statistic to verify the
hypothesis "mean = 0'';
:
standard deviation expected from the
errors;
:
significance level to reject the hypothesis
"
=
'' in a
test. Column 9 shows the
t-statistic to confirm whether the gradients obtained with individual
indicators are the same as the metallicity gradients obtained with a combination of ten
different indicators. As a reference, the 10th column shows the mean
gradients obtained for the LDEGs from Sect. 4 (see
Table 3). The final column of the table shows
the t-statistic, to verify if the mean gradients are the same for
both samples of galaxies, LDEGs and HDEGs.
A high value of t indicates significant differences.
Full version
- Table 1:
Velocity dispersion and line-strength gradients for the sample of 82 galaxies. A portion of the table is shown for guidance regarding its form and
content. For each galaxy and index, the first line shows the measured gradient,
while the second row lists its corresponding formal error. The full table is
available in the electronic edition of this paper.
- Table 2:
Age and metallicity gradients derived with the method of
Sect. 3 (second and third columns), and
metallicity gradients derived in several index-index diagrams using different
metallicity indicators (as indicated in the column headers) combined with H
.
The second row for each galaxy indicates the associated errors in the gradients.