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• W2523418593 abstract "The purpose of Part I of this paper is to compute the ingredients necessary to invert the kinetic operator for the system of equations determining the generalized Kodama state. We perform this computation from the dimensionally extended viewpoint which treats the kinematic and the dynamic components as individual subspaces of a larger total space. The kinematic subspace provides a new structure having the interpretation as the analogue in infinite dimensional functional spaces as the edge of a generalized spin network state carrying a representation of the kinematic gauge group of gauge transformations and diffeomorphisms. We illustrate a technique to compute the `dressed' third-quantized propagator on the dynamics subspace, relegating its interpretation in analogy to spin network states to Part II." @default.
• W2523418593 created "2016-09-30" @default.
• W2523418593 creator A5086758346 @default.
• W2523418593 date "2008-06-25" @default.
• W2523418593 modified "2023-09-27" @default.
• W2523418593 title "Solution to the constraints of four dimensional quantized gravity by dimensional extension. Part I" @default.
• W2523418593 cites W2151136710 @default.
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• W2523418593 hasPublicationYear "2008" @default.
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