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Shelton, Brad - Department of Mathematics, University of Oregon
arXiv:0911.2541v2[math.RA]13Nov2009 THE KOSZUL PROPERTY AS A TOPOLOGICAL INVARIANT
ON KOSZUL ALGEBRAS AND A NEW CONSTRUCTION OF ARTIN-SCHELTER REGULAR ALGEBRAS
SCHEMES OF LINE MODULES I Brad Shelton
NONCOMMUTATIVE KOSZUL ALGEBRAS FROM COMBINATORIAL TOPOLOGY
KOSZUL ALGEBRAS FROM GRAPHS AND HYPERPLANE ARRANGEMENTS
SCHEMES OF LINE MODULES II Brad Shelton
EMBEDDING A QUANTUM RANK THREE QUADRIC IN A QUANTUM P3
SOME QUANTUM P3 S WITH ONE POINT
arXiv:0810.4656v3[math.RA]11Nov2008 THE YONEDA ALGEBRA OF A K2 ALGEBRA NEED NOT
GENERALIZING THE NOTION OF KOSZUL ALGEBRA Thomas Cassidy and Brad Shelton
PBW-DEFORMATION THEORY AND REGULAR CENTRAL Thomas Cassidy
BASIC PROPERTIES OF GENERALIZED DOWN-UP Thomas Cassidy
K2 FACTORS OF KOSZUL ALGEBRAS AND APPLICATIONS TO FACE RINGS
