• Purely infinite crossed products by endomorphisms 

      Ortega Esparza, Eduardo; Pardo, E (Journal article; Peer reviewed, 2014)
      We study the crossed product C*-algebra associated to injective endomorphisms, which turns out to be equivalent to study the crossed product by the dilated automorphism. We prove that the dilation of the Bernoulli p -shift ...
    • The tight groupoid of the inverse semigroups of left cancellative small categories 

      Ortega Esparza, Eduardo; Pardo, E (Peer reviewed; Journal article, 2020)
      We fix a path model for the space of filters of the inverse semigroup associated to a left cancellative small category . Then, we compute its tight groupoid, thus giving a representation of its -algebra as a (full) groupoid ...
    • Zappa-Szép products for partial actions of groupoids on left cancellative small categories 

      Pardo, E; Ortega Esparza, Eduardo (Peer reviewed; Journal article, 2022)
      We study groupoid actions on left cancellative small categories and their associated Zappa-Sz´ep products. We show that certain left cancellative small categories with nice length functions can be seen as Zappa-Sz´ep ...