Abstract
The critical behaviour of the generalized Ising model is studied using the power series coherent anomaly method. We work with the eleven-terms susceptibility series of Oitmaa and Enting. Taking the inverse of this series and studying the coherent anomalies we arrived at the results for Curie temperature T c and the susceptibility exponent γ. The variation of T c against η has been found to be continuous, while the variation of γ against η has been found to have the discontinuity at η = 0 in agreement with the prediction of earlier authors but in contradiction with the result of apparent continuous variation as obtained from the Padé approximant analysis.
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