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- W2952224921 abstract "The LeBrun-Mason twistor correspondences for $S^1$-invariant self-dual Zollfrei metrics are explicitly established. We give explicit formulas for the general solutions of the wave equation and the monopole equation on the de Sitter three-space under the assumption for the tameness at infinity by using Radon-type integral transforms, and the above twistor correspondence is described by using these formulas. We also obtain a critical condition for the LeBrun-Mason twistor spaces, and show that the twistor theory does not work well for twistor spaces which do not satisfy this condition." @default.
- W2952224921 created "2019-06-27" @default.
- W2952224921 creator A5074399731 @default.
- W2952224921 date "2009-07-06" @default.
- W2952224921 modified "2023-09-27" @default.
- W2952224921 title "Wave equations and the LeBrun-Mason correspondence" @default.
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