Wilson Fermions on a Randomly Triangulated Manifold

@inproceedings{Burda1999WilsonFO,
  title={Wilson Fermions on a Randomly Triangulated Manifold},
  author={Zdzislaw Burda and Jerzy Jurkiewicz and A. Krzywicki},
  year={1999}
}
A general method of constructing the Dirac operator for a randomly trian-gulated manifold is proposed. The fermion field and the spin connection live, respectively, on the nodes and on the links of the corresponding dual graph. The construction is carried out explicitly in 2-d, on an arbitrary orientable manifold without boundary. It can be easily converted… CONTINUE READING