# Universality of subleading corrections for self-avoiding walks in the presence of one-dimensional defects

@article{Caracciolo1997UniversalityOS, title={Universality of subleading corrections for self-avoiding walks in the presence of one-dimensional defects}, author={S. Caracciolo and M. S. Causo and A. Pelissetto}, journal={Journal of Physics A}, year={1997}, volume={30}, pages={4939-4961} }

We study three-dimensional self-avoiding walks in the presence of a one-dimensional excluded region. We show the appearance of a universal subleading exponent which is independent of the particular shape and symmetries of the excluded region. A classical argument provides the estimate: . The numerical simulation gives .

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