2:15 p.m. Homogeneous orders, Scott height and classification theory. Michael C. Laskowski*, University of Maryland, College Park
Saharon Shelah, Hebrew University of Jerusalem, Israel
(897-03-741)
2:45 p.m. Measures on aleph_o-categorical structures. Douglas E. Ensley*, Shippensburg University of Pennsylvania
(897-03-146)
3:15 p.m. The main gap for uncountable theories: A status report. A. Chowdhury, University of Connecticut, Storrs
B. Hart*, McMaster University
(897-03-804)
3:45 p.m. Models with few substructures. Chris Laskowski, University of Maryland, College Park
Laura L. Mayer*, Loyola University of Chicago
(897-03-709)
4:15 p.m. A definable rank for nonmultidimensional superstable theories. Ambar Chowdhury*, University of Connecticut, Storrs and McMaster University
James Loveys, McGill University
Predrag Tanovic, Mathematicki Institut, Belgrade, Hungary and McGill University
(897-03-405)
4:45 p.m. Degrees of expansions and models of arithmetic. Brendan P. Burke*, Loyola University of Chicago
(897-03-757)
5:15 p.m. Modules and 1-based groups. Katrin U. Tent*, Hebrew University of Jerusalem, Israel
(897-03-786)
5:45 p.m. Saturation properties in nonstandard universes. Renling Jin*, University of Illinois, Urbana-Champaign
Saharon Shelah, Hebrew University of Jerusalem, Israel, and Rutgers University
(897-03-330)
8:00 a.m. Hausdorff measure in o-minimal expansions of the real field. Chris Miller*, University of Illinois, Chicago
(897-03-502)
8:30 a.m. A trichotomy theorem for o-minimal structures. S. Starchenko*, University of Illinois, Chicago
Ya$'$acov Peterzil, Haifa University, Israel
(897-03-796)
9:00 a.m. A version of o-minimality for the p-adics. Deirdre Haskell*, College of the Holy Cross
Dugald Macpherson, University of London, England
(897-03-755)
9:30 a.m. Locally injective maps in o-minimal structures without poles are surjective. Adam H. Lewenberg*, Champaign, IL
(897-03-522)
10:00 a.m. Equivalence relations on the p-adic line. Philip Scowcroft*, Wesleyan University
(897-03-556)
10:30 a.m. New O-minimal expansions of the real field. Lou van den Dries*, University of Illinois, Urbana-Champaign
(897-03-468)