| Frontiers of reality in Schubert calculus |
Goal: Use large-scale computation to study questions in the Schubert calculus,
with a focus on generalizations of the Shapiro conjecture.
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Advisor:
Frank
Sottile
Postdocs:
Chris
Hillar, Zach
Teitler
Graduate Students: Corey
Irving, Abraham
Martin del Campo, Nick Hein
Emeritus Members:
Luis Garcia-Puente, Sam Houston State University,
Jim Ruffo, SUNY-Oneonta
Team
Calendar (created by Abraham)
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Documentation Wiki
For the password, contact Zach.
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Updates and information (May 15, 2008).
This is important. Please download and read the included index.html.
Numerous updates and improvements.
Point Testing
and updates. (May 6, 2008)
Database
with very few G(6,3) problems. Works with new singcomputer.pl
code (April 11, 2008)
Database
with G(6,3) problems for new project (update Mar
31, 2008)
Large
Database with old project (update October
15, 2007)
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| Old items |
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> Events
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| Quick References: |
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> Important Books |
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> Important Articles
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Sottile. The conjectures of Shapiro and Shapiro
(web article) |
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Sottile, Real Schubert Calculus: Polynomial systems and a conjecture of Shapiro and
Shapiro, Experimental Mathematics, 9, No. 2 (2000), 161-182. |
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Sottile. Enumerative Real Algebraic Geometry
(web article) |
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Ruffo, Sivan, Soprunova, Sottile, Experimentation and conjectures in the real Schubert
calculus for flag manifolds, Experimental Mathematics, 15, No. 2 (2006), 199-221. |
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