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Scaling Collapse of Longitudinal Conductance near the Integer Quantum Hall Transition

Physical review letters, 2022-07, Vol.129 (2), p.026801-026801, Article 026801

2022

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Finite-size effects and irrelevant corrections to scaling near the integer quantum Hall transition

Physical review letters, 2012-11, Vol.109 (20), p.206804-206804, Article 206804

2012

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The extraordinary boundary transition in the 3d O(N) model via conformal bootstrap

SciPost physics, 2022-06, Vol.12 (6), p.190, Article 190

2022

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Criticality of Two-Dimensional Disordered Dirac Fermions in the Unitary Class and Universality of the Integer Quantum Hall Transition

Physical review letters, 2021-02, Vol.126 (7), p.076801-076801, Article 076801

2021

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On functional determinants of matrix differential operators with multiple zero modes

Journal of physics. A, Mathematical and theoretical, 2017-12, Vol.50 (48), p.485201

2017

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Surface quantum critical phenomena in disordered Dirac semimetals

Physical review. B, 2024-05, Vol.109 (17), Article 174204

2024

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Relevant perturbations at the spin quantum Hall transition

Physical review. B, Condensed matter and materials physics, 2015-01, Vol.91 (3), Article 035435

2015

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Multicriticality of two-dimensional class-D disordered topological superconductors

Physical review. B, 2021-11, Vol.104 (18), Article 184201

2021

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Localization in disordered superconducting wires with broken spin-rotation symmetry

Physical review. B, Condensed matter and materials physics, 2005-06, Vol.71 (24), p.245124.1-245124.27, Article 245124

2005

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Exact Exponents for the Spin Quantum Hall Transition

Physical review letters, 1999-05, Vol.82 (22), p.4524-4527

1999

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Generalized multifractality at the spin quantum Hall transition: Percolation mapping and pure-scaling observables

Physical review. B, 2022-05, Vol.105 (18), Article 184205

2022

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The Loewner equation: Maps and shapes

Journal of statistical physics, 2004-03, Vol.114 (5-6), p.1183-1198

2004

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Numerical evidence for marginal scaling at the integer quantum Hall transition

Annals of physics, 2021-12, Vol.435, p.168676, Article 168676

2021

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Stochastic geometry of critical curves, Schramm–Loewner evolutions and conformal field theory

Journal of physics. A, Mathematical and general, 2006-10, Vol.39 (41), p.12601-12655

Gruzberg, Ilya A

2006

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Generalized multifractality in two-dimensional disordered systems of chiral symmetry classes

Physical review. B, 2023-03, Vol.107 (10), Article 104202

2023

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Metal-insulator transition in a two-dimensional system of chiral unitary class

Physical review. B, 2023-01, Vol.107 (2), Article L020201

2023

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Generalized multifractality at metal-insulator transitions and in metallic phases of two-dimensional disordered systems

Physical review. B, 2022-09, Vol.106 (10), Article 104202

2022

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Wave function correlations and the AC conductivity of disordered wires beyond the Mott-Berezinskii law

Europhysics letters, 2017-11, Vol.120 (3), p.37004

2017

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Entanglement entropy and multifractality at localization transitions

Physical review. B, Condensed matter and materials physics, 2008-01, Vol.77 (1), Article 014208

2008

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Generalized multifractality at spin quantum Hall transition

Annals of physics, 2021-12, Vol.435, p.168584, Article 168584

2021

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Boundary criticality and multifractality at the two-dimensional spin quantum Hall transition

Physical review. B, Condensed matter and materials physics, 2008-12, Vol.78 (24), Article 245105

2008

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The superspin approach to a disordered quantum wire in the chiral-unitary symmetry class with an arbitrary number of channels

Nuclear physics. B, 2009-12, Vol.822 (3), p.424-466

2009

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Random-bond Ising model in two dimensions: The Nishimori line and supersymmetry

Physical review. B, Condensed matter, 2001-03, Vol.63 (10), Article 104422

2001

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Scaling and crossover functions for the conductance in the directed network model of edge states

Physical review. B, Condensed matter, 1997-04, Vol.55 (16), p.10593-10601

1997

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Conductance and its universal fluctuations in the directed network model at the crossover to the quasi-one-dimensional regime

Physical review. B, Condensed matter, 1997-11, Vol.56 (20), p.13218-13226

1997

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Scaling Collapse of Longitudinal Conductance near the Integer Quantum Hall Transition

Finite-size effects and irrelevant corrections to scaling near the integer quantum Hall transition

The extraordinary boundary transition in the 3d O(N) model via conformal bootstrap

Criticality of Two-Dimensional Disordered Dirac Fermions in the Unitary Class and Universality of the Integer Quantum Hall Transition

On functional determinants of matrix differential operators with multiple zero modes

Surface quantum critical phenomena in disordered Dirac semimetals

Relevant perturbations at the spin quantum Hall transition

Multicriticality of two-dimensional class-D disordered topological superconductors

Localization in disordered superconducting wires with broken spin-rotation symmetry

Exact Exponents for the Spin Quantum Hall Transition

Generalized multifractality at the spin quantum Hall transition: Percolation mapping and pure-scaling observables

The Loewner equation: Maps and shapes

Numerical evidence for marginal scaling at the integer quantum Hall transition

Stochastic geometry of critical curves, Schramm–Loewner evolutions and conformal field theory

Generalized multifractality in two-dimensional disordered systems of chiral symmetry classes

Metal-insulator transition in a two-dimensional system of chiral unitary class

Generalized multifractality at metal-insulator transitions and in metallic phases of two-dimensional disordered systems

Wave function correlations and the AC conductivity of disordered wires beyond the Mott-Berezinskii law

Entanglement entropy and multifractality at localization transitions

Generalized multifractality at spin quantum Hall transition

Boundary criticality and multifractality at the two-dimensional spin quantum Hall transition

The superspin approach to a disordered quantum wire in the chiral-unitary symmetry class with an arbitrary number of channels

Random-bond Ising model in two dimensions: The Nishimori line and supersymmetry

Scaling and crossover functions for the conductance in the directed network model of edge states

Conductance and its universal fluctuations in the directed network model at the crossover to the quasi-one-dimensional regime

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