Commutative Algebra -- Algebraic Geometry in the Southeast
Columbia, SC
November 8 --10, 2013.

Posters:

• Sema Gunturkun (University of Kentucky)
  
  Title: Constructing Homogeneous Gorenstein Ideals
  
  
  
  
• Jack Jeffries (University of Utah) and Jonathan Montaño (Purdue University)
  
  Title: Multiplicities of Classical Ideals
  
  
  
  
• Ken-ichiroh Kawasaki (Nara University of Education, Japan) ,
  
  Title: Several results on characterizations of cofinite complexes
  
  
  
  
• Kuei-Nuan Lin (Smith College)
  
  Title: Ehrhart and toric rings of 0-1 polytopes
  
  
  
  
• Howard Nuer (Rutgers University)
  
  Title: On (2, 4) Calabi-Yau Complete Intersections that contain an Enriques Surface
  
  
  
  
• Augustine O'Keefe (University of Kentucky)
  
  Title: Edge ideals of Cameron-Walker graphs
  
  
  
  
• Christopher O'Neill (Duke University),
  
  Title: Leamer Monoids and the Huneke-Wiegand Conjecture
  
  Abstract: Leamer monoids were originally constructed to investigate a special case of the Huneke-Wiegand Conjecture. We investigate the factorization structure of these monoids. We give some general observations about the irreducible structure of Leamer monoids, and prove some results on their elasticity and delta sets. We examine the special case of arithmetical Leamer monoids, and conclude with some open problems.
  
  
  
  
• Gabriel Sosa (Purdue University)
  
  Title: A Family of Koszul Cohen-Macaulay Normal Algebras
  
  
  
  
• Branden Stone (Bard College)
  
  Title: What sequences are defined by $h$-vectors?