Smith, S. Paul - Department of Mathematics, University of Washington at Seattle

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Smith, S. Paul - Department of Mathematics, University of Washington at Seattle

Hopf algebras There are several reasons for this chapter.
OBERWOLFACH MAY 2006 NOTES BY S. PAUL SMITH
Homogenized sl(2) Lieven Le Bruyn \Lambda
arXiv:0806.0198v1[math.AG]2Jun2008 THE GROTHENDIECK AND PICARD GROUPS OF A
arXiv:0806.0832v1[math.RA]4Jun2008 A GENERALIZATION OF WATTS'S THEOREM
Recognizing modules over a Dedekind domain S. Paul Smith and James J. Zhang
Central Extensions of Three Dimensional ArtinSchelter Regular Algebras
THE GROTHENDIECK GROUP OF A QUANTUM PROJECTIVE SPACE BUNDLE
Noncommutative algebraic geometry First, some background. Suppose one is given a system of equations in non
Fibers in Ore extensions S. Paul Smith and James J. Zhang
Curriculum Vitae S. Paul Smith February 18, 2007 Birthdate: 29 March, 1955
Non-commutative Algebraic Geometry S. P. Smith
Non-commutative Algebraic Geometry S. Paul Smith
Homogenized sl(2) Lieven Le Bruyn* S.P. Smithy
Non-commutative Algebraic Geometry S. Paul Smith
Non-commutative algebraic geometry First, some background. Suppose one is given a system of equations in non-
Central Extensions of Three Dimensional Artin-Schelter Regular Algebras
Noncommutative Algebraic Geometry S. P. Smith
Recognizing modules over a Dedekind domain S. Paul Smith and James J. Zhang
Representations of finite dimensional algebras and singularity Helmut Lenzing
CURVE SINGULARITIESARISING FROMTHE REPRESENTATIONTHEORYOF TAMEHEREDITARY Helmut Lenzing
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K-Theory 8: 19-63, 1994, t9 1994 Kluwer Academic Publishers. Printed in the Netherlands.
Introduction to the weighted projective lines (1) Constructing weighted projective lines from canonical algebras.
A class of weighted projective curves arising in representation theory of finite dimensional
Algebras and Representation Theory 5: 411431, 2002. 2002 Kluwer Academic Publishers. Printed in the Netherlands.