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Confining the frequency region for the exponent a to a small logω interval and permitting some frequency overlap with the x and/or/exponent influences, large a values between 1 < a < 2 cannot longer be strictly excluded by the argument used at Eqs. (3.12) and (3.13) above. The Havriliak analysis [68] shows several examples with a > 1. Such large a values correspond to weak defects; a = 2 would correspond to a Gauss distribution with no defect and no log χ″(logea) wings.
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Confining the frequency region for the exponent a to a small logω interval and permitting some frequency overlap with the x and/or/exponent influences, large a values between 1 < a < 2 cannot longer be strictly excluded by the argument used at Eqs. (3.12) and (3.13) above. The Havriliak analysis [68] shows several examples with a > 1. Such large a values correspond to weak defects; a = 2 would correspond to a Gauss distribution with no defect and no log χ″(logea) wings.
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