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2 The sample

The sample analyzed in this work was extracted from the optically selected Virgo Cluster Catalogue (VCC) of Binggeli et al. (1985), which is complete to $B_{\rm T}\leq18$. Galaxies were selected according to the following criteria:

The sky areas from which galaxies were chosen define two contrasting subsamples to optimise the statistical evaluation of the cluster environment on observed properties (see Fig. 1). The cluster-core subsample is composed of 46 galaxies within the X-ray emitting "atmosphere'' of M 87. The cluster-periphery subsample includes 72 galaxies in the outskirts.
  \begin{figure}
\par\includegraphics[width=18cm,clip]{3180f1.eps}\end{figure} Figure 1: Plot of all VCC galaxies classified as members by Binggeli et al. (1985) taken from Fig. 1 of Sandage et al. (1985). The subsample of galaxies here analyzed (see Sect. 2) are marked with filled symbols of increasing size according to their magnitude. Empty symbols are for Virgo members not included in the ISO sample; circles for late-type galaxies ($\geq $Sa), squares for early types ($\leq $S0a). The 2.0 degree radius circle centred on M 87 contains the cluster-core subsample. The inner boundary of the cluster periphery subsample has a radius of 4 degrees about the position of maximum projected galaxy density. The 1.5 degree radius circle is centered on the position of maximum projected galaxy density of M 49 subcluster.

The resulting sample of 118 galaxies is complete to $B_{\rm T}=18$, and both the cluster-periphery and -core subsamples span the range -21 < MB< -13. Both subsamples are approximately equally divided between giant spirals on the one hand and dwarf and irregular galaxies on the other. The distribution over Hubble type is summarised in Table 1.


 

 
Table 1: Distribution of sample over Hubble type for the cluster-periphery and cluster-core subsamples.
  S0/a - Sab Sb - Sc Scd - Sm Im BCD
periphery 9 16 12 20 15
core 16 11 6 10 3
Total 25 27 18 30 18


The parameter of the sample galaxies are given in Table 2, arranged as follows:


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