Universality of subleading exponents induced by one dimensional defects the case of self-avoiding walks
Sergio Caracciolo, Maria Serena Causo, Andrea Pelissetto
Abstract
In this paper we offer some simple and quite general arguments which suggest that the first subleading exponent Δ does not depend on the set of broken symmetries, but only on the dimensionality of the excluded region. An explicit value for this exponent is conjectured. We reserve analytical and numerical details to a forthcoming paper.
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