Study of the Potts Model on the Honeycomb and Triangular Lattices:   Low-Temperature Series and Partition Function Zeros
  We present and analyze low-temperature series and complex-temperature partition function zeros for the $q$-state Potts model with $q=4$ on the honeycomb lattice and $q=3,4$ on the triangular lattice. A discussion is given as to how the locations of the singularities obtained from the series analysis correlate with the complex-temperature phase boundary. Extending our earlier work, we include a similar discussion for the Potts model with $q=3$ on the honeycomb lattice and with $q=3,4$ on the kagom\'e lattice. 
H. Feldmann (1), A. J. Guttmann (2), I, Jensen (2), R. Shrock (1),   S.-H. Tsai (1) ((1) Inst. for Theor. Physics, State Uni...