Phase Transitions and Moduli Space Topology

@inproceedings{Ferrante2008PhaseTA,
  title={Phase Transitions and Moduli Space Topology},
  author={Daniel D. Ferrante},
  year={2008}
}
By means of an appropriate re-scaling of the metric in a Lagrangian, we are able to reduce it to a kinetic term only. This form enables us to examine the extended complexified solution set (complex moduli space) of field theories by finding all possible geodesics of this metric. This new geometrical standpoint sheds light on some foundational issues of QFT… CONTINUE READING