Gröbner Bases, Resultants and Linear Algebra
| When |
Sep 03, 2013 12:00 AM
to
Sep 06, 2013 12:00 AM |
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| Where | Hagenberg, Austria |
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The workshop theme lies in the intersection of Gröbner bases, resultants and linear algebra. The topics of the lectures will range from comprehensible introductions to recent research results and ideas. Beginners in this area will have the chance to dive into the linear algebra approach to Gröbner bases and resultants, while advanced students and researchers will have the chance to learn about new insights into the connections of Gröbner bases, resultants and related matrix methods. This workshop is initiated and organized by Maximilian Jaroschek, Angelos Mantzaflaris, Hamid Rahkooy and Zafeirakis Zafeirakopoulos, PhD students and postdocs of RISC, RICAM and DK. The workshop has received great support from Prof. Bruno Buchberger.
Topics of interest
Everything in the intersection of Gröbner bases, linear algebra and resultants, including but not restricted to:-
Linear algebra for Gröbner bases.
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F4 and F5 algorithms.
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(Sylvester, Macauley, Dixon, ...)-resultant.
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Sparse resultant.
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Construction and structure of resultant matrices.
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Gröbner bases and resultants.
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Polynomial system solving.
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Elimination ideals.
Invited Speakers
Important Dates
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Contributed Talks and Poster Submission Deadline: August 15, 2013.
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Registration: August 25, 2013.