• Mathematics
  • Published 2019

The Donaldson-Thomas Theory of the Banana Threefold with Section Classes

@inproceedings{Leigh2019TheDT,
  title={The Donaldson-Thomas Theory of the Banana Threefold with Section Classes},
  author={Oliver Leigh},
  year={2019}
}
We further the study of the Donaldson-Thomas theory of the banana threefolds which were recently discovered and studied in [Bryan'19]. These are smooth proper Calabi-Yau threefolds which are fibred by Abelian surfaces such that the singular locus of a singular fibre is a non-normal toric curve known as a "banana configuration''. In [Bryan'19] the Donaldson-Thomas partition function for the rank 3 sub-lattice generated by the banana configurations is calculated. In this article we provide… CONTINUE READING

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