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Heterotic compactification, an algorithmic approach

Abstract:

We approach string phenomenology from the perspective of computational algebraic geometry, by providing new and efficient techniques for proving stability and calculating particle spectra in heterotic compactifications. This is done in the context of complete intersection Calabi-Yau manifolds in a single projective space where we classify positive monad bundles. Using a combination of analytic methods and computer algebra we prove stability for all such bundles and compute the complete partic...

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Journal:
Journal of High Energy Physics
Volume:
2007
Issue:
7
Pages:
049-049
Publication date:
2007-07-01
DOI:
EISSN:
1029-8479
ISSN:
1126-6708
URN:
uuid:96fbb034-0543-4c48-a235-b5681379535b
Source identifiers:
215013
Local pid:
pubs:215013

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