Many authors have found evidence of correlations between galaxies (or
clusters of galaxies) and background QSOs (e.g. Tyson 1986; Fugmann
1988; Bartelmann & Schneider 1993; Rodrigues-Williams & Hogan 1994;
Wu & Han 1995). A natural explanation is that these associations are
due to gravitational lensing, which can provide either a positive or
negative correlation between foreground lenses and a flux limited
background population, depending on the form of the background number
count faintward of the sample flux limit. For a number count of the
form
a steep (
)
slope causes a
positive correlation, while a flat (
)
slope causes a
negative correlation. QSOs show both steep (at
)
and flat
(at
)
number count slopes. A problem with most QSO-galaxy
correlation measurements is that the amplitude of the correlation
(both positive and negative) is a factor of
greater than
expected from lensing in an
Universe (e.g. Williams & Irwin
1998; Croom & Shanks 1999). An alternative is that patchy dust
extinction in our own galaxy could cause some of the observed positive
correlation between QSOs and galaxies. However, negative correlations
require inter-galactic dust associated with the foreground lenses,
making a dust explanation appear rather contrived.
Here we use data from the Issac Newton Telescope Wide-Field Camera (INTWFC) to cross-correlate galaxies with faint QSOs. A more in depth discussion of this work will be given in Croom & Shanks (2001), which will also include further modelling of the cross-correlation results. The QSOs in this study were taken from a number of deep optical and X-ray surveys (Boyle, Jones & Shanks 1991; Almaini 1996; Crampton, Cowley & Hartwick 1989; Koo, Kron & Cudworth 1986; Boyle et al. 1990; McHardy et al. 1998), the main aim being to have a large number of QSOs within the field of view of the INTWFC. The redshift distribution of the QSOs is shown in Fig. 1.
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We observed a total area of 2.5deg2 in the B-band with the
INTWFC, containing a total of 192 QSOs. Galaxy catalogues were
produced using SEXTRACTOR (Bertin & Arnouts 1996). Typical
detection limits were equivalent to an isophotal magnitude
of
.
The total magnitude at which all objects are
detected at
is typically
,
which forms
our completeness limit.