Organizers
Craig Huneke,
University of Kansas

Anurag K. Singh,
University of Utah

Karen E. Smith,
University of Michigan

Local Organizing Committee
Daniel Hernandez
Karl Schwede
Jessica Taylor
Kevin Tucker
Emily Witt

Funding provided by:
National Science Foundation,
National Security Agency, UM Department of Mathematics,
Michigan Mathematical Journal


Jessica Taylor,
Conference Secretary
(734) 647-4461




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Commutative Algebra and its Interactions

A conference in honor of Mel Hochster

July 31 - August 5, 2008


Abstract Detail

 
Title: Computations of log canonical thresholds: a positive characteristic approach

The log canonical threshold is an invariant of singularities which plays an important role in higher-dimensional birational geometry. It is, however, not easy to compute this invariant in general. I will talk about how to compute the log canonical threshold of a certain binomial ideal using characteristic p methods. This is a joint work with Takafumi Shibuta.


Shunsuke Takagi
Kyushu University
Email:  stakagi@math.kyushu-u.ac.jp
Phone: +81 92 642 7396

 


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