On the K-theory of truncated polynomial algebras over the integers

We show that the K_{2i}(Z[x]/(x^m),(x)) is finite of order (mi)!(i!)^{m-2} and that K_{2i+1}(Z[x]/(x^m),(x)) is free abelian of rank m-1. This is accomplished by showing that the equivariant homotopy groups of the topological Hochschild spectrum THH(Z) are finite, in odd degrees, and free abelian, in even degrees, and by evaluating their orders and ranks, respectively.Comment: Journal of Topology (to appear

USING THE WWW FOR RETAIL FOOD SALES: DISCUSSION AND DEMONSTRATION

Agribusiness, Research and Development/Tech Change/Emerging Technologies,

Anne and Aaron Richmond Competition for Pianists, April 2, 1998

This is the concert program of the Anne and Aaron Richmond Competition for Pianists on Thursday, April 2, 1998 at 7:00 p.m., at the Tsai Performance Center, 685 Commonwealth Avenue. Works performed were Impromptu No. 3 in A-flat major, Op. 34 by Gabriel Fauré, English Suite No. 4 in F major, BWV 809 by Johann Sebastian Bach, Sonata No. 1 in C major, K. 279 by Wolfgang Amadeus Mozart, Sonata No. 3 in F-sharp minor, Op. 23 by Alexander Skryabin, Partita No. 5 in G major, BWV 829 by J. S. Bach, Sonata No. 31 in A-flat major, Hob. XVI/46 Joseph Haydn, Phantasiestücke by Robert Schumann, Sonata in B-flat minor, Op. 35 by Ludwig van Beethoven, Sonata in B-flat minor, Op. 35 by Fryderyk Chopin, Le tombeau de courperin by Maurice Ravel, Goldberg Variations, BWV 988 by J. S. Bach, Ballade in G minor, Op. 23 F. Chopin, Sonata in D minor, Op. 31 No. 2 by L. v. Beethoven, Fantasy in B minor, Op. 28 by Alexander Skryabin, and Book One from "12 New Etudes" by William Bolcom. Digitization for Boston University Concert Programs was supported by the Boston University Humanities Library Endowed Fund