On Oda's strong factorization conjecture

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概要

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• The Oda's Strong Factorization Conjecture states that a proper birational map between smooth toric varieties can be decomposed as a sequence of smooth toric blowups followed by a sequence of smooth toric blowdowns. This article describes an algorithm that conjecturally constructs such a decomposition. Several reductions and simplifications of the algorithm are presented and some special cases of the conjecture are proved.

著者

• Da Silva

  Mathematics Department University Of Toronto

• Karu Kalle

  Mathematics Department, University of British Columbia

• Karu Kalle

  Mathematics Department University Of British Columbia

関連論文

• On Oda's strong factorization conjecture

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