We construct indecomposable and noncrossed product division algebras over function fields of smooth curves X over Zp. This is done by defining an index preserving morphism s : Br(K̂(X)) → Br(K(X)) which splits res : Br(K(X)) → Br(K̂(X)), where K̂(X) is the completion of K(X) at the special fiber, and using it to lift indecomposable and noncrossed product division algebras over K̂(X).

Eligibility for enrollment in most upper-division School of Business courses (300400 levels) is restricted to juniors, seniors, graduate students and special students who have completed baccalaureate degrees. Students without these qualifications may enroll only in the following upper-division accounting (ACCT) course, provided any course prerequisites are met: ACCT 305 Tax Planning for Individ...

Thomas Egebo is an Administrator in Economic Prospects Division, Pete Richardson is the Head of the Econometric Unit and lan Lienert, previously an Administrator in Growth Studies Division, is now an Economist in the African Department of the International Monetary Fund. Special thanks go to John Martin and the referees for comments on earlier drafts and also to David Reifschneider, now at the ...