Commutative and Homological Methods for Hyperplane Arrangements
August 26, 2004 03:30 PM to 04:30 PM
Speakers:
Schenck, Henry
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Summary: |
The minimal free resolution of the Orlik-Solomon algebra E/I over the exterior algebra E contains much information about the fundamental group of the arrangement complement X. We describe how the change of rings spectral sequence relates. We also sketch the Bernstein-Gelfand correspondence to show how Chen ranks of X are given. When combined with work of Cohen-Suciu, Libgober-Yuzvinsky, and Papadima-Suciu, we obtain a tight lower bound on the Chen ranks of X. |
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Lecture #10656
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