The classical evaluation of relativistic spin networks

The evaluation of a relativistic spin network for the classical case of the Lie group SU(2) is given by an integral formula over copies of SU(2). For the graph determined by a 4-simplex this gives the evaluation as an integral over a space of geometries for a 4-simplex.

Bibliographic Details
Main Author: Barrett, John W.
Format: Article
Published: 1998
Online Access:https://eprints.nottingham.ac.uk/12/
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author Barrett, John W.
author_facet Barrett, John W.
author_sort Barrett, John W.
building Nottingham Research Data Repository
collection Online Access
description The evaluation of a relativistic spin network for the classical case of the Lie group SU(2) is given by an integral formula over copies of SU(2). For the graph determined by a 4-simplex this gives the evaluation as an integral over a space of geometries for a 4-simplex.
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spelling nottingham-122020-05-04T20:33:17Z https://eprints.nottingham.ac.uk/12/ The classical evaluation of relativistic spin networks Barrett, John W. The evaluation of a relativistic spin network for the classical case of the Lie group SU(2) is given by an integral formula over copies of SU(2). For the graph determined by a 4-simplex this gives the evaluation as an integral over a space of geometries for a 4-simplex. 1998 Article PeerReviewed Barrett, John W. (1998) The classical evaluation of relativistic spin networks. Adv.Theor.Math.Phys., 2 . pp. 593-600.
spellingShingle Barrett, John W.
The classical evaluation of relativistic spin networks
title The classical evaluation of relativistic spin networks
title_full The classical evaluation of relativistic spin networks
title_fullStr The classical evaluation of relativistic spin networks
title_full_unstemmed The classical evaluation of relativistic spin networks
title_short The classical evaluation of relativistic spin networks
title_sort classical evaluation of relativistic spin networks
url https://eprints.nottingham.ac.uk/12/