Edge switching transformations of quantum graphs---a scattering approach von Schanz, H., Smilansky, U.

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Scattering from isospectral quantum graphs von Band, R, Sawicki, A, Smilansky, U

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Quantum graphs where back-scattering is prohibited von Harrison, J M, Smilansky, U, Winn, B

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Quantum ergodicity for graphs related to interval maps von BERKOLAIKO, G, KEATING, J. P, SMILANSKY, U

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Degeneracies in the length spectra of metric graphs von Gavish, U, Smilansky, U

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Differentiation of ceramic chemical element composition and vessel morphology at a pottery production center in Roman Galilee von Adan-Bayewitz, D., Karasik, A., Smilansky, U., Asaro, F., Giauque, R.D., Lavidor, R.

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Resolving the isospectrality of the dihedral graphs by counting nodal domains von Band, R., Smilansky, U.

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Scattering from a Ring Graph - A Simple Model for the Study of Resonances von Waltner, D., Smilansky, U.

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Random-matrix description of chaotic scattering: semiclassical approach von BLÜMEL, R, SMILANSKY, U

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Quantum Chaos on Graphs von Kottos, Tsampikos, Smilansky, Uzy

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A trace formula for the nodal count sequence: Towards counting the shape of separable drums von Gnutzmann, S., Karageorge, P., Smilansky, U.

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Edge Switching Transformations of Quantum Graphs von Aizenman, M., Schanz, H., Smilansky, U., Warzel, S.

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Periodic Orbit Theory and Spectral Statistics for Quantum Graphs von Kottos, Tsampikos, Smilansky, Uzy

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Quantum chaos and random matrix theory — Some new results von Smilansky, U.

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Nuclear Structure Physics: Proceedings of the Minerva Symposium on Physics held at the Weizmann Institute of Science Rehovot, April 2–5, 1973 von Smilansky, U, Talmi, I, Weidenmüller, H. A

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Studying post depositional damage on Acheulian bifaces using 3-D scanning von Grosman, Leore, Sharon, Gonen, Goldman-Neuman, Talia, Smikt, Oded, Smilansky, Uzy

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Semiclassical quantization of chaotic billiards: a scattering theory approach von Doron, E, Smilansky, U

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Chaotic scattering on graphs von Kottos, T, Smilansky, U

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Correlations in the actions of periodic orbits derived from quantum chaos von ARGAMAN, N, DITTES, F.-M, DORON, E, KEATING, J. P, KITAEV, A. YU, SIEBER, M, SMILANSKY, U

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Nodal domains statistics: a criterion for quantum chaos von Blum, Galya, Gnutzmann, Sven, Smilansky, Uzy

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