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arxiv: 1702.01429 · v2 · pith:IZ4YA3EKnew · submitted 2017-02-05 · 🌀 gr-qc · hep-th

Robin Gravity

Chethan Krishnan , Shubham Maheshwari , P. N. Bala Subramanian This is my paper
classification 🌀 gr-qc hep-th
keywords robinneumannanotherarxivboundarycaseconstructiondirichlet
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We write down a Robin boundary term for general relativity. The construction relies on the Neumann result of arXiv:1605.01603 in an essential way. This is unlike in mechanics and (polynomial) field theory, where two formulations of the Robin problem exist: one with Dirichlet as the natural limiting case, and another with Neumann.

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  1. Resolving Degeneracies in Complex $\mathbb{R}\times S^3$ and $\theta$-KSW

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    Exact Airy-function evaluation of the Gauss-Bonnet mini-superspace path integral plus Picard-Lefschetz resolution of lapse degeneracies via complex (G ħ) deformation that alters the KSW condition.