"Non-extendable CR functions on singular hypersurfaces"
Time: 15:00
Room: MC 108
We give an example of a hypersurface in C2 which is minimal (i.e. contains no complex hypersurface) and on which for each k ≥ 0 there is a \mathcal{C}^k CR function which does not extend to either side, and such that every mathcal{C}^\infty CR function extends to a fixed neighborhood of the singularity.
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