2:30 - 4:00 M. Barr (McGill)

The limit closure of metric space in uniform spaces
**Abstract**

Say that a net {*x*_{i}} in a uniform space is strongly Cauchy if
for every pseudometric *d*, the net {*d*(*x*_{i},x_{j})} is eventually 0. James
Cooper conjectured and we (John Kennison, Bob Raphael, and I) proved that
a separated uniform space is a limit of metric spaces iff every strongly
Cauchy net converges.