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Title:
Logarithmic Correlations in Geometrical Critical Phenomena, Part II
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Abstract:
In the second lecture (on Thursday) we show that logarithms appear as well in more than two dimensions. We illustrate this within the Potts model and its special cases, such as bond percolation. Simple representation theoretical tools are used to provide a clear geometrical interpretation of various logarithmic correlation functions. In particular we compute the logarithmic structure of two and three-point functions in arbitrary dimension.
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