• Higher Hochschild homology is not a stable invariant 

      Tenti, Andrea (Master thesis, 2016-05-27)
      The purpose of this thesis is to study the higher Hochschild homology of some rational algebras. We know that for some algebras the higher Hochschild homology is a stable invariant. Studying the homology over the spheres ...
    • The mersenne low hamming combination search problem can be reduced to an ILP problem 

      Budroni, Alessandro; Tenti, Andrea (Lecture Notes in Computer Science, Chapter; Peer reviewed; Journal article, 2019)
      In 2017, Aggarwal, Joux, Prakash, and Santha proposed an innovative NTRU-like public-key cryptosystem that was believed to be quantum resistant, based on Mersenne prime numbers q=2N−1 . After a successful attack designed ...
    • Sufficiently overdetermined random polynomial systems behave like semiregular ones 

      Tenti, Andrea (Doctoral thesis, 2019-12-18)
      Solving systems of polynomial equations over finite fields is a fundamental problem in several areas of pure and applied mathematics. Gröbner basis methods is a family of techniques to computationally solve such systems ...