Progress in inverse spectral geometry (Q1371571)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Andersson, Stig I.; Lapidus, Michel L.}, Spectral geometry: An introduction and background material for this volume, 1-14 [Zbl 0887.58053] \textit{Lee, Jeffrey M.}, Geometry detected by a finite part of the spectrum, 15-22 [Zbl 0888.58068] \textit{Gordon, Carolyn S.; Gornet, Ruth}, Spectral geometry on nilmanifolds, 23-49 [Zbl 0892.58076] \textit{Frankel, S.; Tysk, J.}, Upper bounds for the Poincaré metric near a fractal boundary, 51-62 [Zbl 0971.30025] \textit{Bérard, Pierre; Pesce, Hubert}, Construction of isospectral manifolds around the theorem of T. Sunada, 63-83 [Zbl 0889.58076] \textit{Nishikawa, Seiki; Tondeur, Philippe; Vanhecke, Lieven}, Inverse spectral theory for Riemannian foliations and curvature theory, 85-94 [Zbl 0889.58079] \textit{Griffith, Cheryl A.; Lapidus, Michel L.}, Computer graphics and the eigenfunctions for the Koch snowflake drum, 95-113 [Zbl 1044.58504] \textit{Brooks, Robert}, Inverse spectral geometry, 115-132 [Zbl 0891.58038] \textit{Buser, P.}, Inverse spectral geometry on Riemann surfaces, 133-173 [Zbl 0889.58077] \textit{Sunada, Toshikazu}, Quantum ergodicity, 175-196 [Zbl 0891.58015]