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Laplacian on squashed spheres

By ExtraProxies | Proxy Quality | Comments are Closed | 24 January, 2018 | 0

Is anything known about the Laplacian on squashed spheres $ S^{2n-1}_\omega$ , where the ambient $ C^n$ coordinates satisfy $ $ 1= \sum_{i=1}^n \omega_i |z_i|^2 $ $ for fixed real numbers $ \omega_i$ ? for example are the eigenvalues or the heat kernel known?Read more

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