• Coherence for Monoidal and Symmetric Monoidal Groupoids in Homotopy Type Theory 

      Piceghello, Stefano (Doctoral thesis, 2021-12-03)
      Homotopy Type Theory (HoTT) is a variant of Martin-Löf Type Theory (MLTT) developed in such a way that types can be interpreted as infinity-groupoids, where the iterated construction of identity types represents the different ...
    • Coherence for Monoidal Groupoids in HoTT 

      Piceghello, Stefano (Journal article; Peer reviewed, 2020)
      We present a proof of coherence for monoidal groupoids in homotopy type theory. An important role in the formulation and in the proof of coherence is played by groupoids with a free monoidal structure; these can be represented ...
    • Logarithmic Hochschild homology 

      Piceghello, Stefano (Master thesis, 2015-06-01)
      The purpose of this thesis is to analyse the logarithmic Hochschild homology for pre-log rings and to provide some tools to compute it in certain cases. One of the main strategies that we will employ to describe the log ...