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- Max Planck Institute for Mathematics in the SciencesDE139 papers
- Deutsches Elektronen-Synchrotron DESYDE122 papers
- University of RegensburgDE105 papers
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- Centre National de la Recherche ScientifiqueFR76 papers
- Humboldt-Universität zu BerlinDE72 papers
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- Forschungszentrum JülichDE54 papers
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- John von Neumann Institute for ComputingDE42 papers
13 papers · 2 filters
Planar ordering in the plaquette-only gonihedric Ising model
Marco Mueller, Wolfhard Janke, Desmond A. Johnston
In this paper we conduct a careful multicanonical simulation of the isotropic plaquette ("gonihedric") Ising model and confirm that a planar, fuki-nuke type order characterise…
A Statistical Theory of cosolvent-induced coil-globule transitions in dilute polymer solution
Yu. A. Budkov, A. L. Kolesnikov, N. Georgi +1
We present a statistical model of a dilute polymer solution in good solvent in the presence of low-molecular weight cosolvent. We investigate the conformational changes of the poly…
The local phase transitions of the solvent in the neighborhood of a solvophobic polymer at high pressures
Yu. A. Budkov, I. I. Vyalov, A. L. Kolesnikov +3
We investigate local phase transitions of the solvent in the neighborhood of a solvophobic polymer chain which is induced by a change of the polymer-solvent repulsion and the solve…
A flexible polymer chain in a critical solvent: Coil or globule?
Yu. A. Budkov, A. L. Kolesnikov, N. Georgi +1
We study the behavior of a flexible polymer chain in the presence of a low-molecular weight solvent in the vicinity of a liquid-gas critical point within the framework of a self-co…
Transmuted finite-size scaling at first-order phase transitions
Marco Mueller, Wolfhard Janke, Desmond A. Johnston
It is known that fixed boundary conditions modify the leading finite-size corrections for an L^3 lattice in 3d at a first-order phase transition from 1/L^3 to 1/L. We note that an…
Asymptotic scaling behavior of self-avoiding walks on critical percolation clusters
Niklas Fricke, Wolfhard Janke
We study self-avoiding walks on three-dimensional critical percolation clusters using a new exact enumeration method. It overcomes the exponential increase in computation time by e…