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- W2772068144 abstract "Author(s): LOUKO, J; MAROLF, D | Abstract: We investigate the space ${cal M}$ of classical solutions to Witten's formulation of 2+1 gravity on the manifold ${bf R} times T^2$. ${cal M}$ is connected, but neither Hausdorff nor a manifold. However, removing from ${cal M}$ a set of measure zero yields a connected manifold which is naturally viewed as the cotangent bundle over a non-Hausdorff base space. Avenues towards quantizing the theory are discussed in view of the relation between spacetime metrics and the various parts of~${cal M}$. (Contribution to the proceedings of the Lanczos Centenary Conference, Raleigh, NC, December 12--17, 1993.)" @default.
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- W2772068144 date "1994-01-01" @default.
- W2772068144 modified "2023-10-14" @default.
- W2772068144 title "GLOBAL STRUCTURE OF WITTEN 2+1 GRAVITY ON RXT(2)" @default.
- W2772068144 hasPublicationYear "1994" @default.
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