For T < T c , we can write m(x(vector)) = m 0 + m, where m
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For T < Tc, we can write m(x(vector)) = m0 + δm, where m0 is the mean-field solution of the Ising model. Show that for h = 0, Gaussian fluctuations around the ordered state m0 lead to a divergent specific heat as T approaches Tc from below.
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In order to get the specific heat first we have to express the partition function By definition it i...View the full answer
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