Now showing items 1-7 of 7

    • Article
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      Dwork families and D-modules 

      Castaño Domínguez, Alberto (European Mathematical Society Publishing House, 2019-05-31)
      A Dwork family is a one-parameter monomial deformation of a Fermat hypersurface. In this paper we compute algebraically ...
    • Article
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      Dwork families and D-modules 

      Castaño Domínguez, Alberto (Cornell University, 2019-06-01)
      A Dwork family is a one-parameter monomial deformation of a Fermat hypersurface. In this paper we compute algebraically ...
    • Article
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      Examples of hypergeometric twistor D-modules 

      Castaño Domínguez, Alberto; Reichelt, Thomas; Sevenheck, Christian (Mathematical Sciences Publishers, 2019-08-18)
      We show that certain one-dimensional hypergeometric differential systems underlie objects of the category of irregular ...
    • Article
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      Exponents of Some One-Dimensional Gauss–Manin Systems 

      Castaño Domínguez, Alberto (European Mathematical Society Publishing House, 2017-07-03)
      In this paper we provide a purely algebraic characterization of the exponents of one-dimensional direct images of a structure ...
    • Article
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      Hodge ideals of free divisors 

      Castaño Domínguez, Alberto; Narváez Macarro, Luis; Sevenheck, Christian (Springer, 2022-04-18)
      We consider the Hodge filtration on the sheaf of meromorphic functions along free divisors for which the logarithmic ...
    • Article
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      Irregular Hodge filtration of some confluent hypergeometric systems 

      Castaño Domínguez, Alberto; Sevenheck, Christian (Cambridge University Press, 2019-05-24)
      We determine the irregular Hodge filtration, as introduced by Sabbah, for the purely irregular hypergeometric D-modules. ...
    • Chapter of Book
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      Two Mayer-Vietoris Spectral Sequences for D-modules 

      Castaño Domínguez, Alberto (American Mathematical Society, 2015-03-18)
      We provide two Mayer-Vietoris-like spectral sequences related to the localization over the complement of a closed subvariety ...