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- W2889160372 abstract "For certain spectral parameters we find explicit eigenfunctions of transfer operators for Schottky surfaces. Comparing the dimension of the eigenspace for the spectral parameter zero with the multiplicity of topological zeros of the Selberg zeta function, we deduce that zero is a resonance of every Schottky surface." @default.
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- W2889160372 date "2018-08-28" @default.
- W2889160372 modified "2023-09-27" @default.
- W2889160372 title "Zero is a resonance of every Schottky surface" @default.
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