Sara Faridi

Office Number: Chase Room 314

Education:  PhD - University of Michigan (2000)

Scholarly Interests: Commutative Algebra, Algebraic Combinatorics and Computational Algebra.

Publications:

• The reconstruction conjecture on edge ideals,
  with Kia Dalili and Will Traves, Discrete Mathematics,
  Volume 308, Issue 10, Pages 2002--2010 (May 2008).
  
• Tree checking for sparse complexes,with Massimo Caboara and Peter Selinger, Springer Lecture Notes Series in Computer Science (LNCS), Volume 4151, 110--121.
  
• Simplicial cycles and the computation of simplicial trees,with Massimo Caboara and Peter Selinger, Journal of Symbolic Computation, Volume 42, Issues 1-2, Pages 74--88 (2007).
  
• De Concini-Procesi ideals indexed by hooks, with Riccardo Biagioli and Mercedes Rosas, Communications in Algebra, 35, 1--17 (2007).
  
• Monomial ideals via square-free monomial ideals, Lecture Notes in Pure and Applied Mathematics, volume 244, 85--114 (2005).
  
• Cohen-Macaulay properties of square-free monomial ideals, Journal of Combinatorial Theory, Series A, 109, no. 2, 299--329 (2005).
  

Personal site:  http://www.mathstat.dal.ca/~faridi/