UB Paderborn / Katalog / Suche / in CDI

Ising model as Wilson-Majorana fermions

Nuclear physics. B, 2020-06, Vol.955, p.115061, Article 115061

Wolff, Ulli

2020

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Cluster simulation of relativistic fermions in two space–time dimensions

Nuclear physics. B, 2008-01, Vol.789 (1), p.258-276

Wolff, Ulli

2008

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Symanzik improvement with dynamical charm: a 3+1 scheme for Wilson quarks

The journal of high energy physics, 2018-06, Vol.2018 (6), p.1-20, Article 25

2018

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Simulating the all-order strong coupling expansion III: O ( N ) sigma/loop models

Nuclear physics. B, 2010, Vol.824 (1), p.254-272

Wolff, Ulli

2010

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Simulating the all-order strong coupling expansion IV: CP ( N − 1 ) as a loop model

Nuclear physics. B, 2010-06, Vol.832 (3), p.520-537

Wolff, Ulli

2010

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Monte Carlo errors with less errors

Computer physics communications, 2004, Vol.156 (2), p.143-153

Wolff, Ulli

2004

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Simulating the all-order strong coupling expansion I: Ising model demo

Nuclear physics. B, 2009-04, Vol.810 (3), p.491-502

Wolff, Ulli

2009

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Non-perturbative O( a) improvement of lattice QCD

Nuclear physics. B, 1997-04, Vol.491 (1), p.323-343

1997

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Simulating the all-order hopping expansion II: Wilson fermions

Nuclear physics. B, 2009-06, Vol.814 (3), p.549-572

Wolff, Ulli

2009

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Triviality of φ44 theory in a finite volume scheme adapted to the broken phase

Physics letters. B, 2014-06, Vol.733, p.11-14

2014

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Non-perturbative computation of the strong coupling constant on the lattice

Nuclear and particle physics proceedings, 2015-04, Vol.261-262, p.155-184

2015

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How to calculate the elastic scattering matrix in two-dimensional quantum field theories by numerical simulation

Nuclear physics. B, 1990-07, Vol.339 (1), p.222-252

1990

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Erratum to “Simulating the all-order strong coupling expansion III: O ( N ) sigma/loop models” [Nucl. Phys. B 824 (2010) 254]

Nuclear physics. B, 2010-07, Vol.834 (1-2), p.395-397

Wolff, Ulli

2010

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Simulating the all-order strong coupling expansion V: Ising gauge theory

Nuclear physics. B, 2013-06, Vol.871 (1), p.145-163

2013

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A precise determination of the running coupling in the SU(3) Yang-Mills theory

Nuclear physics. B, 1994-01, Vol.413 (1), p.481-502

1994

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Two-loop computation of the Schrödinger functional in lattice QCD

Nuclear physics. B, 2000-06, Vol.576 (1), p.517-539

2000

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Triviality of phi 44 theory in a finite volume scheme adapted to the broken phase

Physics letters. B, 2014-06, Vol.733, p.11-14

2014

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Triviality of φ 4 4 theory in a finite volume scheme adapted to the broken phase

Physics letters. B, 2014-06, Vol.733, p.11-14

2014

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The running coupling of QCD with four flavors

Nuclear physics. B, 2010-11, Vol.840 (1), p.114-128

2010

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A numerical method to compute the running coupling in asymptotically free theories

Nuclear physics. B, 1991-07, Vol.359 (1), p.221-243

1991

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Collective Monte Carlo updating in a high precision study of the x− y model

Nuclear physics. B, 1989-08, Vol.322 (3), p.759-774

Wolff, Ulli

1989

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Erratum to “Simulating the all-order strong coupling expansion III: [formula omitted] sigma/loop models” [Nucl. Phys. B 824 (2010) 254]

Nuclear physics. B, 2010, Vol.834 (1), p.395-397

Wolff, Ulli

2010

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Finite size scaling and triviality of ϕ 4 theory on an antiperiodic torus

Nuclear physics. B, 2012-02, Vol.855 (3), p.885-900

2012

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Triviality of theory: Small volume expansion and new data

Nuclear physics. B, 2011-05, Vol.846 (2), p.316-337

2011

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Triviality of four dimensional phi^4 theory on the lattice

Scholarpedia journal, 2014, Vol.9 (10), p.7367

Wolff, Ulli

2014

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Einstellungen

Ising model as Wilson-Majorana fermions

Cluster simulation of relativistic fermions in two space–time dimensions

Symanzik improvement with dynamical charm: a 3+1 scheme for Wilson quarks

Simulating the all-order strong coupling expansion III: O ( N ) sigma/loop models

Simulating the all-order strong coupling expansion IV: CP ( N − 1 ) as a loop model

Monte Carlo errors with less errors

Simulating the all-order strong coupling expansion I: Ising model demo

Non-perturbative O( a) improvement of lattice QCD

Simulating the all-order hopping expansion II: Wilson fermions

Triviality of φ44 theory in a finite volume scheme adapted to the broken phase

Non-perturbative computation of the strong coupling constant on the lattice

How to calculate the elastic scattering matrix in two-dimensional quantum field theories by numerical simulation

Erratum to “Simulating the all-order strong coupling expansion III: O ( N ) sigma/loop models” [Nucl. Phys. B 824 (2010) 254]

Simulating the all-order strong coupling expansion V: Ising gauge theory

A precise determination of the running coupling in the SU(3) Yang-Mills theory

Two-loop computation of the Schrödinger functional in lattice QCD

Triviality of phi 44 theory in a finite volume scheme adapted to the broken phase

Triviality of φ 4 4 theory in a finite volume scheme adapted to the broken phase

The running coupling of QCD with four flavors

A numerical method to compute the running coupling in asymptotically free theories

Collective Monte Carlo updating in a high precision study of the x− y model

Erratum to “Simulating the all-order strong coupling expansion III: [formula omitted] sigma/loop models” [Nucl. Phys. B 824 (2010) 254]

Finite size scaling and triviality of ϕ 4 theory on an antiperiodic torus

Triviality of theory: Small volume expansion and new data

Triviality of four dimensional phi^4 theory on the lattice

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