Speaker: Mr Imam Alam (PhD Student, Theoretical Physics)

Abstract
In recent years, fascinating connections have been observed between
two-dimensional solvable statistical models at criticality and the theory
of discrete complex analysis. In this talk, we explore their consequences
in the models with achiral Z_N symmetry for general N. We show that the
analogue of conformal symmetry in the discrete setting is a powerful tool
to analyze the integrability of the lattice model.