The twelvth one-day
conference in the series Set theory and its neighbours,
took place on
10th September 2002 at
the London
Mathematical Society building, De Morgan House, 57-58 Russell
Square, London WC1.
The speakers at the meeting were:
After the meeting there will be an opportunity for informal contact with
the other participants at DK cafe/bar in Charlotte Street, W1.
(See below for how to get there.)
We aim to keep the meetings fairly relaxed, allowing plenty of
opportunity for informal discussion. We welcome and encourage anyone
to participate. Please do tell anyone about the meeting who you think
may be interested in it. We are happy for you to email us to let us know if
you intend to come, but you are also very welcome simply to turn up on
the day if you make a late decision. And let us know if you would
like to speak or have ideas for speakers at future meetings. There is no registration fee for the meeting, but a voluntary
contribution of five pounds is appreciated from those in employment.
Receipts are available for those contributors who request to have one.
We may have some limited funds to subsidise the travel expenses of
graduate students who would like to attend. Please contact us for
details. We are very grateful to the LMS for allowing us to use De Morgan
House as a venue and for their financial support for the meeting. De
Morgan House is in the bottom right (i.e. south-east) corner of
Russell Square, itself in the bottom right hand corner of this map of the
area. The nearest
tube
station is Russell Square, but De Morgan House is also only a short
walk from Euston, Euston Square and Goodge Street stations. DK
is on the east, i.e., right, hand side of Charlotte Street near
the corner with Goodge Street, about where the (dotted) line between
the squares B4 and B5 crosses Charlotte Street on this
map.
Return to the Set theory and its neighbours homepage for information, including slides from the talks and related preprints, about the previous meetings.
Last updated on 4th April 2002, Charles Morgan
