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Percolation of vortices in the 3D Abelian lattice Higgs model

Nuclear physics. B, 2008-04, Vol.793 (1), p.344-361

2008

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Derivation of the effective action of a dilute Fermi gas in the unitary limit of the BCS–BEC crossover

Annals of physics, 2011-01, Vol.326 (1), p.193-206

Schakel, Adriaan M.J.

2011

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Quantum statistical mechanics of nonrelativistic membranes: crumpling transition at finite temperature

Physics letters. A, 2000-03, Vol.267 (2), p.201-207

2000

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Geometrical vs. Fortuin–Kasteleyn clusters in the two-dimensional q-state Potts model

Nuclear physics. B, 2004-11, Vol.700 (1), p.385-406

2004

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Critical loop gases and the worm algorithm

Nuclear physics. B, 2010-04, Vol.829 (3), p.573-599

2010

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EFFECTIVE FIELD THEORY OF IDEAL-FLUID HYDRODYNAMICS

Modern physics letters. B, Condensed matter physics, statistical physics, applied physics, 1996-09, Vol.10 (21), p.999-1010

SCHAKEL, ADRIAAN M.J.

1996

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Quantum field theory of vortices in superfluid films

Physics letters. A, 1998-05, Vol.242 (1), p.99-104

1998

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Kertész line in the three-dimensional compact U(1) lattice higgs model

Physical review letters, 2005-07, Vol.95 (5), p.051601.1-051601.4, Article 051601

2005

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Fractal structure of high-temperature graphs of O(N) models in two dimensions

Physical review letters, 2005-09, Vol.95 (13), p.135702.1-135702.4, Article 135702

2005

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Geometrical phase transitions

Computer physics communications, 2005-07, Vol.169 (1), p.222-225

2005

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Two-dimensional critical Potts and its tricritical shadow

Brazilian journal of physics, 2006-09, Vol.36 (3a), p.708-716

2006

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Anomalous dimension of Dirac's gauge-invariant nonlocal order parameter in Ginzburg–Landau field theory

Physics letters. B, 2005-03, Vol.611 (1-2), p.182-188

2005

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Ground state of electron gases at negative compressibility

Physical review. B, Condensed matter, 2001-12, Vol.64 (24), Article 245101

Schakel, Adriaan M. J.

2001

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Gauge-invariant critical exponents for the Ginzburg-Landau model

Physical review letters, 2003-03, Vol.90 (9), p.097001-097001, Article 097001

2003

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Worms exploring geometrical features of phase transitions

Physics procedia, 2011, Vol.15, p.54-58

2011

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Quantum critical behavior of disordered superfluids

Physics letters. A, 1997-01, Vol.224 (4), p.287-292

Schakel, Adriaan M.J.

1997

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Entangled vortices: Onsager's geometrical picture of superfluid phase transitions

Journal of low temperature physics, 2002-12, Vol.129 (5-6), p.323-361

SCHAKEL, Adriaan M. J

2002

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Critical exponents of the superconducting phase transition

Physical review letters, 1994-10, Vol.73 (14), p.1975-1977

1994

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Self-duality in superconductor-insulator quantum phase transitions

Physical review letters, 2000-10, Vol.85 (18), p.3934-3937

Schakel, AM

2000

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Fractal structure of spin clusters and domain walls in the two-dimensional Ising model

Physical review. E, Statistical, nonlinear, and soft matter physics, 2005-03, Vol.71 (3 Pt 2B), p.036703-036703, Article 036703

2005

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On the quantum phase transition of a quantum Hall liquid

Nuclear physics. B, 1995-10, Vol.453 (3), p.705-726

Schakel, Adriaan M.J.

1995

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Monte Carlo algorithm for simulating the O(N) loop model on the square lattice

Physical review. E, Statistical, nonlinear, and soft matter physics, 2013-08, Vol.88 (2), p.021301-021301, Article 021301

2013

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Geometric properties of the three-dimensional Ising and XY models

Physical review. E, Statistical, nonlinear, and soft matter physics, 2008-06, Vol.77 (6 Pt 1), p.061108-061108

2008

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Dual Description of the Superconducting Phase Transition

Fortschritte der Physik, 1995, Vol.43 (8), p.697-732

1995

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Derivative expansion of one-loop effective energy of stiff membranes with tension

Physics letters. A, 1999-03, Vol.253 (3), p.239-246

1999

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Percolation of vortices in the 3D Abelian lattice Higgs model

Derivation of the effective action of a dilute Fermi gas in the unitary limit of the BCS–BEC crossover

Quantum statistical mechanics of nonrelativistic membranes: crumpling transition at finite temperature

Geometrical vs. Fortuin–Kasteleyn clusters in the two-dimensional q-state Potts model

Critical loop gases and the worm algorithm

EFFECTIVE FIELD THEORY OF IDEAL-FLUID HYDRODYNAMICS

Quantum field theory of vortices in superfluid films

Kertész line in the three-dimensional compact U(1) lattice higgs model

Fractal structure of high-temperature graphs of O(N) models in two dimensions

Geometrical phase transitions

Two-dimensional critical Potts and its tricritical shadow

Anomalous dimension of Dirac's gauge-invariant nonlocal order parameter in Ginzburg–Landau field theory

Ground state of electron gases at negative compressibility

Gauge-invariant critical exponents for the Ginzburg-Landau model

Worms exploring geometrical features of phase transitions

Quantum critical behavior of disordered superfluids

Entangled vortices: Onsager's geometrical picture of superfluid phase transitions

Critical exponents of the superconducting phase transition

Self-duality in superconductor-insulator quantum phase transitions

Fractal structure of spin clusters and domain walls in the two-dimensional Ising model

On the quantum phase transition of a quantum Hall liquid

Monte Carlo algorithm for simulating the O(N) loop model on the square lattice

Geometric properties of the three-dimensional Ising and XY models

Dual Description of the Superconducting Phase Transition

Derivative expansion of one-loop effective energy of stiff membranes with tension

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