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Paper detail

Binomial canonical decompositions of binomial ideals

In this paper, we prove that every binomial ideal in a polynomial ring over an algebraically closed field of characteristic zero admits a canonical primary decomposition into binomial ideals. Moreover, we prove that this special decomposition is obtained from a cellular decomposition which is also defined in a canonical way and does not depend on the field.

preprint2010arXivOpen access
Ignacio Ojeda
math.AC
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Ignacio Ojeda

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