Abstract
A new method of analysing critical behaviour of high-temperature series in a finite field is presented. In the study of magnetic critical behaviour, the critical point is ordinarily approached through either a zero field line or a critical isotherm. The authors present a method of approaching the critical point which is different from the conventional ones. Their method is especially useful for the analysis of high-temperature series in a finite field. It can be used to calculate critical indices beta , delta , gamma as well as to determine the critical point. However, these indices are not the same as the conventionally defined indices and may be regarded as a new set of critical indices. They are equal to the conventional ones if the scaling functions are assumed.
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