Browsing Pure & Applied Mathematics by Subject "Quantum chromodynamics"

Now showing items 1-3 of 3

    • An Anisotropic preconditioning for the Wilson fermion matrix on the lattice 

      Peardon, Michael (2010)
      A preconditioning for the Wilson fermion matrix on the lattice is defined, which is particularly suited to the case when the temporal lattice spacing is much smaller than the spatial one. Details on the implementation of ...

    • Computational and mathematical aspects of Feynman integrals 

      HIDDING, MARTIJN (Trinity College Dublin. School of Mathematics. Discipline of Pure & Applied Mathematics, 2021)
      This thesis covers a number of different research projects which are all connected to the central topic of computing Feynman integrals efficiently through analytic methods. Improvements in our ability to evaluate Feynman ...

    • Hadron Scattering Amplitudes from Lattice QCD 

      Lang, Nicolas (Trinity College Dublin. School of Mathematics. Discipline of Pure & Applied Mathematics, 2023)
      In this thesis we compute hadron scattering amplitudes within the framework of lattice quantum chromodynamics. Finite-volume spectra are computed using distillation and the variational method. These spectra constrain ...