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Results: 9
Pauli-Lubanski, supertwistors, and the superspinning particle
We present a novel construction of the super-Pauli-Lubanski pseudo-vector for 4D supersymmetry and show how it arises naturally from the spin-shell constraints in the supertwistor formulation of superparticle dynamics. We...
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Boundary conditions in topological AdS<inf>4</inf>/CFT<inf>3</inf>
We revisit the construction in four-dimensional gauged $Spin(4)$ supergravity of the holographic duals to topologically twisted three-dimensional $\mathcal{N}=4$ field theories. Our focus in this paper is to highlight...
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Boundary conditions in topological AdS 4 /CFT 3
Abstract: We revisit the construction in four-dimensional gauged Spin(4) supergravity of the holographic duals to topologically twisted three-dimensional N = 4 field theories. Our focus in this paper is to highlight some...
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Superconformal quantum mechanics on Kähler cones
Nick Dorey, Daniel Zhang
Aug 24, 2020
Abstract: We consider supersymmetric quantum mechanics on a Kähler cone, regulated via a suitable resolution of the conical singularity. The unresolved space has a u(1, 1|2) superconformal symmetry and we propose the existence...
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Superconformal quantum mechanics on Kähler cones
N Dorey, D Zhang
May 25, 2021
We consider supersymmetric quantum mechanics on a K\"{a}hler cone, regulated via a suitable resolution of the conical singularity. The unresolved space has a $\mathfrak{u}(1,1|2)$ superconformal symmetry and we propose the...
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Boundary conditions in topological AdS 4 /CFT 3
Abstract: We revisit the construction in four-dimensional gauged Spin(4) supergravity of the holographic duals to topologically twisted three-dimensional N = 4 field theories. Our focus in this paper is to highlight some...
Published by:
Superconformal quantum mechanics on Kähler cones
Nick Dorey, Daniel Zhang
Jun 06, 2020
Abstract: We consider supersymmetric quantum mechanics on a Kähler cone, regulated via a suitable resolution of the conical singularity. The unresolved space has a u(1, 1|2) superconformal symmetry and we propose the existence...
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