Jones polynomials for intersecting knots as physical states of quantum gravity
about
Quantum Einstein-Maxwell fields: A unified viewpoint from the loop representationLoop Quantum Gravity.Rigorous solution of the quantum Einstein equations.Linking covariant and canonical loop quantum gravity: New solutions to the Euclidean scalar constraintConsistent Canonical Quantization of General Relativity in the Space of Vassiliev InvariantsHamiltonian operator for loop quantum gravity coupled to a scalar fieldCurvature operator for loop quantum gravity
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Q27441501-385445D5-03FB-4B19-885A-8A8D2CD42200Q37599471-417468E5-EE53-42C1-9A4F-EDDAFAC8D9E6Q52290876-D3C74657-1AB3-4E14-85AB-0EB0DB8F470CQ56139202-C2AB60B8-FEA3-4BAB-B24A-3A8B4FA8DF3FQ57394228-484A015F-B7D4-493F-B9B6-5C7EFCBB2878Q58879759-999D08C1-550E-4AA2-A5EE-DA5B550D5805Q58879767-2FF9EB30-F331-4D72-9DEF-0C603D1DB870
P2860
Jones polynomials for intersecting knots as physical states of quantum gravity
description
im Oktober 1992 veröffentlichter wissenschaftlicher Artikel
@de
wetenschappelijk artikel
@nl
наукова стаття, опублікована в жовтні 1992
@uk
name
Jones polynomials for intersecting knots as physical states of quantum gravity
@en
Jones polynomials for intersecting knots as physical states of quantum gravity
@nl
type
label
Jones polynomials for intersecting knots as physical states of quantum gravity
@en
Jones polynomials for intersecting knots as physical states of quantum gravity
@nl
prefLabel
Jones polynomials for intersecting knots as physical states of quantum gravity
@en
Jones polynomials for intersecting knots as physical states of quantum gravity
@nl
P1433
P1476
Jones polynomials for intersecting knots as physical states of quantum gravity
@en
P2093
Bernd Brügmann
P304
P356
10.1016/0550-3213(92)90060-O
P577
1992-10-01T00:00:00Z
P818
hep-th/9202018