3+1 dimensional Yang-Mills theory as a local theory of evolution of
  metrics on 3 manifolds

Bokel, C.H.; Botje, M.A.J.; Breitweg (et al.), J.; Brummer, N.C.; de Wolf, E.; Engelen, J.J.; Grijpink, S.J.L.A.; Koffeman, E.N.; Kooijman, P.M.; Schagen, S.E.S.; Tiecke, H.G.J.M.; Tuning, N.; van Sighem, A.I.; Velthuis, J.J.; Vossebeld, J.H.; Wiggers, L.W.

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3+1 dimensional Yang-Mills theory as a local theory of evolution of metrics on 3 manifolds

Authors: C.H. Bokel
M.A.J. Botje
J. Breitweg (et al.)
N.C. Brummer
E. de Wolf
J.J. Engelen
S.J.L.A. Grijpink
E.N. Koffeman
P.M. Kooijman
S.E.S. Schagen
H.G.J.M. Tiecke
N. Tuning
A.I. van Sighem
J.J. Velthuis
J.H. Vossebeld
L.W. Wiggers
Publication date: 1 January 2000
Publisher: 'Elsevier BV'
Doi

Abstract

An explicit canonical transformation is constructed to relate the physical subspace of Yang-Mills theory to the phase space of the ADM variables of general relativity. This maps 3+1 dimensional Yang-Mills theory to local evolution of metrics on 3 manifolds.Comment: 7 pages, revte

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