A geometrical interpretation of critical phenomena, particularly of the scaling relations on critical exponents is given by the use of statistical fractal dimensionality. The relation between this geometrical interpretation and the finite size scaling theory is also discussed. The concept of connectivity dimensionality (or generalized fractal topological dimensionality) is introduced to discuss the relation between critical exponents and fractal dimensionalities of some explicit lattices.
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M. Suzuki (1983) studied this question.
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