High and low temperature series estimates for the critical temperature of the 3D Ising model

We have analyzed low and high temperature series expansions for the three-dimensional Ising model on the simple cubic lattice. Our analysis of Butera and Comi's new al-term high temperature series yields K-c = 0.221659 + 0.000002/0.000005 and from the 32-term low temperature series of Vohwinkel we find K-c = 0.22167 +/- 0.00002, consistent with the high temperature series but with larger error bars. We discuss the reasons for the larger error bars on the low temperature side and compare these values with estimates from other series analyses and from simulations.