Higgs fields as Yang-Mills fields and discrete symmetries (original) (raw)

Comments about higgs fields, noncommutative geometry, and the standard model

Robert Coquereaux

Lecture Notes in Physics, 2000

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Group approach to quantization of Yang-Mills theories: a cohomological origin of mass

Manuel Calixto

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Symmetry group of massive Yang-Mills theories without Higgs and their quantization

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Non-commutative Geometry and the Higgs Masses

Tekin Dereli

Arxiv preprint hep-th/0011084, 2000

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Higgs Bundles, Gauge Theories and Quantum Groups

Samson Shatashvili

Communications in Mathematical Physics, 2007

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Noncommutative Yang–Mills–Higgs actions from derivation-based differential calculus

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Extended higgs models and ’t hooft algebra

Paola Zizzi

Il Nuovo Cimento A, 1979

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Higgs bundles without geometry

Laura Schaposnik

arXiv: Algebraic Geometry, 2020

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A new approach to gauge fields

MANOELITO DE SOUZA

1998

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Gauge fields in a discrete approach

MANOELITO DE SOUZA

arXiv: High Energy Physics - Theory, 1999

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Models of electroweak interactions in non-commutative geometry: a comparison

Florian Scheck

Physics Letters B, 1994

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JET-GAUGE GROUPS AS BASIC SYMMETRIES OF NON-LINEAR SIGMA AND YANG–MILLS MODELS AND QUANTIZATION

Julio Guerrero

International Journal of Geometric Methods in Modern Physics, 2012

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A Quantizable Model of Massive Gauge Vector Bosons without Higgs

Francisco F. Lopez-Ruiz, Manuel Calixto

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Gauge invariant accounts of the Higgs mechanism

ward struyve

2011

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Noncommutative geometry and the Higgs boson masses

Tekin Dereli

Physical Review D, 2001

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Topology of quantum gauge fields and duality (I): Yang-Mills-Higgs system in 2 + 1 dimensions

Spenta Wadia

Physics Letters B, 1981

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Advanced topics in gauge theory: Mathematics and Physics of Higgs bundles

Laura Schaposnik

Quantum Field Theory and Manifold Invariants, 2021

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Quantum symmetries in discrete gauge theories

Peter van Driel

Physics Letters B, 1992

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Unification of gravity, gauge fields and Higgs bosons

Garrett Lisi

Journal of Physics A, 2010

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Monopoles, vortices, and kinks in the framework of noncommutative geometry

Christopher Ting

Physical Review D, 1997

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Discrete gauge fields

MANOELITO DE SOUZA

1999

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Quantization of gauge fields without the path-integral formalism

Suraj Gupta

Physical Review D, 1976

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Lattice gauge fields and discrete noncommutative Yang-Mills theory

Jan Ambjorn

Journal of High Energy Physics, 2000

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The standard model on non-commutative space-time: electroweak currents and the Higgs sector

Paul R Schupp, Blazenka Melic

The European Physical Journal C, 2005

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A Brief Survey of Higgs Bundles

Ronald Alberto Zúñiga Rojas

Revista de Matemática: Teoría y Aplicaciones, 2019

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Particle and Field Symmetries and Noncommutative Geometry

Ajay Patwardhan

Eprint Arxiv Quant Ph 0305150, 2003

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The Yang-Mills fields — from the gauge theory to the mechanical model

Radu Constantinescu

Central European Journal of Physics, 2009

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Higgs Bundles—Recent Applications

Laura Schaposnik

Notices of the American Mathematical Society

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BPS Analysis of Gauge Field-Higgs Models in Non-Anticommutative Superspace

Guillermo A Silva

Phys Rev D, 2004

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Topological terms in Composite Higgs models

Joseph Davighi

Journal of High Energy Physics, 2018

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Non-uniqueness of quantized Yang - Mills theories

Michael Dütsch

Journal of Physics A: Mathematical and General, 1996

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Lattice Gauge Fields and Noncommutative Geometry

Giuseppe Bimonte

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An analysis of the first-order form of gauge theories

Natalia Kiriushcheva

Canadian Journal of Physics, 2012

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Topologically Massive Models from Higgs Mechanism

Alexandra De Castro

1997

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On the Hamiltonian formulation of Yang--Mills gauge theories

Danilo Bruno

2005

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