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Article cité :

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Transfer Matrix Algorithm for Computing the Geometric Quantities of a Square Lattice Polymer

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Journal of the Korean Physical Society 73 (12) 1808 (2018)
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Grand-canonical solution of semiflexible self-avoiding trails on the Bethe lattice

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Physical Review E 95 (2) (2017)
https://doi.org/10.1103/PhysRevE.95.022132

Scaling Law of the Disjoining Pressure Reveals 2D Structure of Polymeric Fluids

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Partition function zeros of a square-lattice homopolymer with nearest- and next-nearest-neighbor interactions

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Physical Review E 87 (5) (2013)
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The Θ points of interacting self-avoiding walks and rings on a 2D square lattice

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Physica A: Statistical Mechanics and its Applications 390 (7) 1258 (2011)
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The Journal of Chemical Physics 135 (20) (2011)
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Geometrical properties of two-dimensional interacting self-avoiding walks at the θ-point

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Journal of Physics A: Mathematical and Theoretical 44 (11) 115004 (2011)
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Jae Hwan Lee, Seung-Yeon Kim and Julian Lee
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Simulating the collapse transition of a two-dimensional semiflexible lattice polymer

Jie Zhou, Zhong-Can Ou-Yang and Haijun Zhou
The Journal of Chemical Physics 128 (12) (2008)
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Zipping transition in a model of two crosslinked polymers

Peter Leoni, Carlo Vanderzande and Luc Vandeurzen
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Two-dimensional self-avoiding walk with hydrogen-like bonding: phase diagram and critical behaviour

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Interacting growth walk: A model for generating compact self-avoiding walks

S. L. Narasimhan, P. S. R. Krishna, K. P. N. Murthy and M. Ramanadham
Physical Review E 65 (1) (2001)
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The Journal of Chemical Physics 109 (17) 7583 (1998)
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Manhattan lattice Theta -point exponents from kinetic growth walks and exact results from the Nienhuis O(n) model

T Prellberg and A L Owczarek
Journal of Physics A: Mathematical and General 27 (6) 1811 (1994)
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A scaling theory of the collapse transition in geometric cluster models of polymers and vesicles

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Journal of Physics A: Mathematical and General 26 (18) 4565 (1993)
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Collapse transition of self-avoiding walks on a square lattice in the bulk and near a linear wall: The universality classes of the θ and θ’ points

Iksoo Chang and Hagai Meirovitch
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Surface critical exponents of self-avoiding walks on a square lattice with an adsorbing linear boundary: A computer simulation study

Hagai Meirovitch and Iksoo Chang
Physical Review E 48 (3) 1960 (1993)
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Equation of state of two-dimensional lattice chains at the theta point

Ronald Dickman
The Journal of Chemical Physics 96 (2) 1516 (1992)
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Sergey V. Buldyrev and Francesco Sciortino
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