Solution of the Gribov problem from gauge invariance

K Langfeld; T Heinzl; A Ilderton; M Lavelle; D McMullan

Solution of the Gribov problem from gauge invariance

K Langfeld
, T Heinzl
, A Ilderton
, M Lavelle
, D McMullan

School of Engineering, Computing and Mathematics

Research output: Contribution to journal › Conference proceedings published in a journal › peer-review

Abstract

A new approach to gauge fixed Yang-Mills theory is derived using the Polyakov-Susskind projection techniques to build gauge invariant states. In our approach, in contrast to the Faddeev-Popov method, the Gribov problem does not prevent the gauge group from being factored out of the partition function. Lattice gauge theory is used to illustrate the method via a calculation of the static quark–antiquark potential generated by the gauge fields in the fundamental modular region of Coulomb gauge.

Original language	English
Number of pages	0
Journal	Proceedings of Science
Volume	77
Issue number	0
Publication status	Published - 1 Jan 2008

Coherent enhancement of QED cross sections in electromagnetic backgrounds
Heinzl, T., King, B. & Liu, D., 14 Mar 2025, In: Physical Review D. 111, 5, 056018.
Research output: Contribution to journal › Article › peer-review

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title = "Solution of the Gribov problem from gauge invariance",

abstract = "A new approach to gauge fixed Yang-Mills theory is derived using the Polyakov-Susskind projection techniques to build gauge invariant states. In our approach, in contrast to the Faddeev-Popov method, the Gribov problem does not prevent the gauge group from being factored out of the partition function. Lattice gauge theory is used to illustrate the method via a calculation of the static quark–antiquark potential generated by the gauge fields in the fundamental modular region of Coulomb gauge.",

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AU - Langfeld, K

AU - Heinzl, T

AU - Ilderton, A

AU - Lavelle, M

AU - McMullan, D

PY - 2008/1/1

Y1 - 2008/1/1

N2 - A new approach to gauge fixed Yang-Mills theory is derived using the Polyakov-Susskind projection techniques to build gauge invariant states. In our approach, in contrast to the Faddeev-Popov method, the Gribov problem does not prevent the gauge group from being factored out of the partition function. Lattice gauge theory is used to illustrate the method via a calculation of the static quark–antiquark potential generated by the gauge fields in the fundamental modular region of Coulomb gauge.

AB - A new approach to gauge fixed Yang-Mills theory is derived using the Polyakov-Susskind projection techniques to build gauge invariant states. In our approach, in contrast to the Faddeev-Popov method, the Gribov problem does not prevent the gauge group from being factored out of the partition function. Lattice gauge theory is used to illustrate the method via a calculation of the static quark–antiquark potential generated by the gauge fields in the fundamental modular region of Coulomb gauge.

M3 - Conference proceedings published in a journal

SN - 1824-8039

VL - 77

JO - Proceedings of Science

JF - Proceedings of Science

IS - 0

ER -

Solution of the Gribov problem from gauge invariance

Abstract

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Research output

Coherent enhancement of QED cross sections in electromagnetic backgrounds

Cite this