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Physical Review Letters, 1991
Summary: We formulate two-dimensional topological gravity starting from local \(N=2\) superconformal geometry. The theory is free from the very beginning. The usual ``twisting'' of the \(N=2\) algebra emerges from symmetry breaking when we expand about a nonzero value for one of the ghost fields.
Distler, Jacques, Nelson, Philip C
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Summary: We formulate two-dimensional topological gravity starting from local \(N=2\) superconformal geometry. The theory is free from the very beginning. The usual ``twisting'' of the \(N=2\) algebra emerges from symmetry breaking when we expand about a nonzero value for one of the ghost fields.
Distler, Jacques, Nelson, Philip C
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2006
Abstract There are two directions one might take to generalize supersymmetry and its models as we have presented them until this point: (a) to try to incorporate gravity as the fourth fundamental interaction, or (b) by using our experience with gauge theories, to try to make supersymmetry local.
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Abstract There are two directions one might take to generalize supersymmetry and its models as we have presented them until this point: (a) to try to incorporate gravity as the fourth fundamental interaction, or (b) by using our experience with gauge theories, to try to make supersymmetry local.
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Stability in Gauged Extended Supergravity
, 1982P. Breitenlohner, D. Freedman
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