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1986•Journal of Physics A Mathematical and GeneralOpen access

On the correction-to-scaling exponent of linear polymers in two dimensions

Dan Hunter, Naeem Jan, B MacDonald

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Abstract

The authors present new results which indicate that the leading correction-to-scaling exponent in the mean squared end-to-end distance in two dimensions is the analytic term. A potential source of the various correction-to-scaling terms reported in the literature is pointed out.

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What this paper is about

The authors present new results which indicate that the leading correction-to-scaling exponent in the mean squared end-to-end distance in two dimensions is the analytic term. A potential source of the various correction-to-scaling terms reported in the literature is pointed out.

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Available abstract

The authors present new results which indicate that the leading correction-to-scaling exponent in the mean squared end-to-end distance in two dimensions is the analytic term. A potential source of the various correction-to-scaling terms reported in the literature is pointed out.

Key concepts: Scaling, Exponent, Statistical physics, Term (time), Mathematics, Statistics, Physics, Geometry

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