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Quantum & Classical Chaos

Publications

  1. Smilansky U. & Sofer G. (2024). Time evolution and the Schrödinger equation on time dependent quantum graphs.  Journal of Physics A: Mathematical and Theoretical. 2024 Feb , 57 (6).
  2. Gnutzmann S. & Smilansky U. (2022). A trace formula for metric graphs with piecewise constant potentials and multi-mode graphs.  Journal of physics. A, Mathematical and theoretical. 2022 Jun , 55 (22).
  3. Valletta F., Smilansky U., Goring-Morris A. N. & Grosman L. (2020). On measuring the mean edge angle of lithic tools based on 3-D models - a case study from the southern Levantine Epipalaeolithic.  Archaeological and Anthropological Sciences. 2020 Jan , 12 (2).
  4. Dietz B., Schanz H., Smilansky U. & Weidenmüller H. (2020). The statistics of spectral shifts due to finite rank perturbations.  Journal of Physics A: Mathematical and Theoretical. 2020 Dec , 54 (1).
  5. Gnutzmann S. & Smilansky U. (2020). Trace formulas for general Hermitian matrices: Unitary scattering approach and periodic orbits on an associated graph.  Journal of Physics A: Mathematical and Theoretical. 2020, 53 (3).
  6. Karasik A., Harush O. & Smilansky U. (2020). The morphology of iron age storage jars and its relation to the handbreadth measure (Biblical tefach).  Bulletin of the American Schools of Oriental Research. 2020 Nov , 384 (1):183-190.
  7. Schanz H. & Smilansky U. (2019). Edge switching transformations of quantum graphs--a scattering approach.  St Petersburg Mathematical Journal. 2019 Apr , 30 (3):591-600.
  8. Joyner C. H. & Smilansky U. (2018). A random walk approach to linear statistics in random tournament ensembles.  Electronic Journal of Probability. 2018 Sept , 23 .
  9. Smilansky U. & Schanz H. (2018). Delay-time distribution in the scattering of time-narrow wave packets (II)-quantum graphs.  Journal of Physics A: Mathematical and Theoretical. 2018 Jan , 51 (7).
  10. Smilansky U. (2017). Delay-time distribution in the scattering of time-narrow wave packets. (I).  Journal of Physics A: Mathematical and Theoretical. 2017 May , 50 (21).
  11. Joyner C. H., Smilansky U. & Weidenmueller H. A. (2017). Spectral statistics of the uni-modular ensemble.  Journal of Physics A: Mathematical and Theoretical. 2017 Aug , 50 (38).
  12. Aizenman M., Schanz H., Smilansky U. & Warzel S. (2017). Edge switching transformations of quantum graphs.  Acta Physica Polonica A. 2017, 132 (6):1699-1703.
  13. Sosoe P. & Smilansky U. (2016). On the spectrum of random anti-symmetric and tournament matrices.  Random Matrices: Theory and Application. 2016 Aug , 5 (3).
  14. Maciazek T., Joyner C. H. & Smilansky U. (2015). The probability distribution of spectral moments for the Gaussian β-ensembles.  Acta Physica Polonica A. 2015, 128 (6):983-989.
  15. Joyner C. & Smilansky U. (2015). Spectral statistics of Bernoulli matrix ensembles - A random walk approach (I).  Journal of Physics A: Mathematical and Theoretical. 2015 Jun , 48 (25).
  16. Oren I. & Smilansky U. (2014). Periodic walks on large regular graphs and random matrix theory.  Experimental Mathematics. 2014 Oct , 23 (4):492-498.
  17. Karasik A., Greenhut Z., Uziel J., Szanton N., Grosman L., Zandbank I. & Smilansky U. (2014). Documentation and analyses on the national scale at the Israel antiquities authority: The story of one (broken) sherd.  Near Eastern Archaeology. 2014 Sept , 77 (3):209-213.
  18. Waltner D. & Smilansky U. (2014). Transmission through a noisy network.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2014 Sept , 47 (35).
  19. Gnutzmann S. & Smilansky U. (2014). Complex patterns in wave functions: Drums, graphs and disorder.  Philosophical Transactions Of The Royal Society A-Mathematical Physical And Engineering Sciences. 2014 Jan , 372 (2007).
  21. Gnutzmann S., Schanz H. & Smilansky U. (2013). Topological resonances in scattering on networks (graphs).  Physical review letters. 2013 Feb , 110 (9).
  22. Band R., Berkolaiko G., Raz H. & Smilansky U. (2012). The Number of Nodal Domains on Quantum Graphs as a Stability Index of Graph Partitions.  Communications in Mathematical Physics. 2012 May , 311 (3):815-838.
  23. Band R., Berkolaiko G. & Smilansky U. (2012). Dynamics of Nodal Points and the Nodal Count on a Family of Quantum Graphs.  Annales Henri Poincare. 2012 Feb , 13 (1):145-184.
  24. Rueckriemen R. & Smilansky U. (2012). Trace formulae for quantum graphs with edge potentials.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2012 Nov , 45 (47).
  25. Berkolaiko G., Kuchment P. & Smilansky U. (2012). Critical Partitions and Nodal Deficiency of Billiard Eigenfunctions.  Geometric and Functional Analysis. 2012 Dec , 22 (6):1517-1540.
  26. Berkolaiko G., Raz H. & Smilansky U. (2012). Stability of nodal structures in graph eigenfunctions and its relation to the nodal domain count.  Journal of Physics A: Mathematical and Theoretical. 2012 Apr , 45 (16).
  27. Grosman L., Sharon G., Goldman-Neuman T., Smikt O. & Smilansky U. (2011). Studying post depositional damage on Acheulian bifaces using 3-D scanning.  Journal of Human Evolution. 2011 Apr , 60 (4):398-406.
  28. Band R., Sawicki A. & Smilansky U. (2011). Note on the Role of Symmetry in Scattering from Isospectral Graphs and Drums.  Acta Physica Polonica A. 2011 Dec , 120 (6A):A149-A153.
  29. Gnutzmann S., Smilansky U. & Derevyanko S. (2011). Stationary scattering from a nonlinear network.  Physical Review A. 2011 Mar , 83 (3).
  30. Karasik A. & Smilansky U. (2011). Computerized morphological classification of ceramics.  Journal of Archaeological Science. 2011 Oct , 38 (10):2644-2657.
  31. Band R., Sawicki A. & Smilansky U. (2010). Scattering from isospectral quantum graphs.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2010 Oct , 43 (41).
  32. Oren I. & Smilansky U. (2010). Trace formulas and spectral statistics for discrete Laplacians on regular graphs (II).  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2010, 43 (22).
  33. Elon Y. & Smilansky U. (2010). Percolating level sets of the adjacency eigenvectors of d-regular graphs.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2010 Nov , 43 (45).
  34. Oren I., Godel A. & Smilansky U. (2009). Trace formulae and spectral statistics for discrete Laplacians on regular graphs (I).  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2009, 42 (41).
  35. Smilansky U. (2009). Exterior-interior duality for discrete graphs.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2009, 42 (3).
  36. Adan-Bayewitz D., Karasik A., Smilansky U., Asaro F., Giauque R. D. & Lavidor R. (2009). Differentiation of ceramic chemical element composition and vessel morphology at a pottery production center in Roman Galilee.  Journal of Archaeological Science. 2009 Nov , 36 (11):2517-2530.
  37. Band R., Oren I. & Smilansky U. (2008). Nodal domains on graphs - How to count them and why?.  Analysis On Graphs And Its Applications. 2008, 77 :5-27.
  38. Grosman L., Smikt O. & Smilansky U. (2008). On the application of 3-D scanning technology for the documentation and typology of lithic artifacts.  Journal of Archaeological Science. 2008 Dec , 35 (12):3101-3110.
  39. Karasik A. & Smilansky U. (2008). 3D scanning technology as a standard archaeological tool for pottery analysis: practice and theory.  Journal of Archaeological Science. 2008 May , 35 (5):1148-1168.
  40. Karasik A. & Smilansky U. (2008). Computerized Ceramic Typology.  Near Eastern Archaeology. 2008 Sept , 71 (3):156-157.
  41. Karageorge P. D. & Smilansky U. (2008). Counting nodal domains on surfaces of revolution.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2008 May , 41 (20).
  42. Aronovitch A. & Smilansky U. (2007). The statistics of the points where nodal lines intersect a reference curve.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2007 Aug , 40 (32):9743-9770.
  43. Elon Y., Gnutzmann S., Joas C. & Smilansky U. (2007). Geometric characterization of nodal domains: The area-to-perimeter ratio.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2007 Mar , 40 (11):2689-2707.
  44. Gnutzmann S., Karageorge P. & Smilansky U. (2007). A trace formula for the nodal count sequence.  European Physical Journal-Special Topics. 2007 Sept , 145 (1):217-229.
  45. Smilansky U. (2007). Quantum chaos on discrete graphs.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2007 Jul , 40 (27):F621-F630.
  46. Gavish U. & Smilansky U. (2007). Degeneracies in the length spectra of metric graphs.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2007 Aug , 40 (33):10009-10020.
  47. Band R. & Smilansky U. (2007). Resolving the isospectrality of the dihedral graphs by counting nodal domains.  European Physical Journal-Special Topics. 2007 Sept , 145 (1):171-179.
  48. Smilansky U. & Stöckmann H. J. (2007). Preface.  European Physical Journal-Special Topics. 2007 Sept , 145 (1):V-VI.
  49. Berkolaiko G., Keating J. P. & Smilansky U. (2007). Quantum ergodicity for graphs related to interval maps.  Communications in Mathematical Physics. 2007 Jul , 273 (1):137-159.
  50. Harrison J. M., Smilansky U. & Winn B. (2007). Quantum graphs where back-scattering is prohibited.  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2007 Nov , 40 (47):14181-14193.
  51. Gnutzmann S. & Smilansky U. (2006). Quantum graphs: Applications to quantum chaos and universal spectral statistics.  Advances in Physics. 2006 Jul , 55 (5-6):527-625.
  52. Band R., Shapira T. & Smilansky U. (2006). Nodal domains on isospectral quantum graphs: The resolution of isospectrality?.  Journal of Physics A: Mathematical and General. 2006 Nov , 39 (45):13999-14014.
  53. Shapira T. & Smilansky U. (2006). Quantum graphs which sound the same.  Non-Linear Dynamics And Fundamental Interactions. 2006, 213 :17-29.
  54. Gnutzmann S., Karageorge P. D. & Smilansky U. (2006). Can one count the shape of a drum?.  Physical review letters. 2006, 97 (9).
  55. Saragusti I., Karasik A., Sharon I. & Smilansky U. (2005). Quantitative analysis of shape attributes based on contours and section profiles in artifact analysis.  Journal of Archaeological Science. 2005 Jun , 32 (6):841-853.
  56. Gnutzmann S., Smilansky U. & Sondergaard N. (2005). Resolving isospectral 'drums' by counting nodal domains.  Journal of Physics A: Mathematical and General. 2005 Oct , 38 (41):8921-8933.
  57. Foltin G., Gnutzmann S. & Smilansky U. (2004). The morphology of nodal lines - Random waves versus percolation.  Journal of Physics A: Mathematical and General. 2004 Nov , 37 (47):11363-11371.
  58. Gnutzmann S., Smilansky U. & Weber J. (2004). Nodal counting on quantum graphs.  Waves in Random and Complex Media. 2004 Jan , 14 (1):S61-S73.
  59. Gilboa A., Karasik A., Sharon I. & Smilansky U. (2004). Towards computerized typology and classification of ceramcis.  Journal of Archaeological Science. 2004 Jun , 31 (6):681-694.
  60. Smilansky U. (2004). Irreversible quantum graphs.  Waves in Random and Complex Media. 2004 Jan , 14 (1):S143-S153.
  61. Kottos T. & Smilansky U. (2003). Quantum graphs: A simple model for chaotic scattering.  Journal of Physics A: Mathematical and General. 2003 Mar , 36 (12 SPEC. ISS.):3501-3524.
  62. Smilansky U. & Verdene B. (2003). Action correlations and random matrix theory.  Journal of Physics A: Mathematical and General. 2003 Mar , 36 (12 SPEC. ISS.):3525-3549.
  63. Monastra A., Smilansky U. & Gnutzmann S. (2003). Avoided intersections of nodal lines.  Journal of Physics A: Mathematical and General. 2003 Feb , 36 (7):1845-1853.
  64. Blum G., Gnutzmann S. & Smilansky U. (2002). Nodal domains statistics: A criterion for quantum chaos.  Physical review letters. 2002 Mar , 88 (11):1141011-1141014.
  65. Hornberger K. & Smilansky U. (2002). Magnetic edge states.  Physics Reports-Review Section Of Physics Letters. 2002, 367 (4):249-385.
  66. Hornberger K. & Smilansky U. (2002). Spectral cross correlations of magnetic edge states.  Physical review letters. 2002 Jan , 88 (2):241011-241014.
  67. Gutkin B. & Smilansky U. (2001). Can one hear the shape of a graph?.  Journal of Physics A: Mathematical and General. 2001 Aug , 34 (31):6061-6068.
  68. Eckhardt B. & Smilansky U. (2001). Stroboscopic quantization of autonomous systems.  Foundations of Physics. 2001 Mar , 31 (3):543-556.
  69. Hornberger K. & Smilansky U. (2001). The exterior and interior edge states of magnetic billiards: Spectral statistics and correlations.  Physica Scripta. 2001, 90 :64-74.
  70. Kottos T. & Smilansky U. (2000). Chaotic scattering on graphs.  Physical review letters. 2000 Jul , 85 (5):968-971.
  71. Schanz H. & Smilansky U. (2000). Spectral statistics for quantum graphs: Periodic orbits and combinatorics.  Philosophical Magazine B-Physics Of Condensed Matter Statistical Mechanics Electronic Optical And Magnetic Properties. 2000 Dec , 80 (12):1999-2021.
  72. Smilansky U. (2000). Trace identities and their semiclassical implications.  Journal of Physics A: Mathematical and General. 2000 Mar , 33 (11):2299-2312.
  73. Primack H. & Smilansky U. (2000). The quantum three-dimensional Sinai billiard - A semiclassical analysis.  Physics Reports-Review Section Of Physics Letters. 2000 Apr , 327 (1-2):1-107.
  74. Hornberger K. & Smilansky U. (2000). The boundary integral method for magnetic billiards.  Journal of Physics A: Mathematical and General. 2000 Apr , 33 (14):2829-2855.
  75. Schanz H. & Smilansky U. (2000). Periodic-orbit theory of anderson localization on graphs.  Physical review letters. 2000, 84 (7):1427-1430.
  76. Kottos T. & Smilansky U. (1999). Periodic Orbit Theory and Spectral Statistics for Quantum Graphs.  Annals of Physics. 1999 May , 274 (1):76-124.
  77. Kottos T., Smilansky U., Fortuny J. & Nesti G. (1999). Chaotic scattering of microwaves.  Radio Science. 1999 Jul , 34 (4):747-758.
  78. Dittrich T., Mehlig B., Schanz H., Smilansky U., Pollner P. & Vattay G. (1999). Spectral correlations in systems undergoing a transition from periodicity to disorder.  Physical Review E. 1999, 59 (6):6541-6551.
  79. Gutkin B., Smilansky U. & Gutkin E. (1999). Hyperbolic billiards on surfaces of constant curvature.  Communications in Mathematical Physics. 1999, 208 (1):65-90.
  80. Cohen D., Primack H. & Smilansky U. (1998). Quantal-Classical Duality and the Semiclassical Trace Formula.  Annals of Physics. 1998 Apr , 264 (2):108-170.
  81. Dittrich T., Mehlig B., Schanz H. & Smilansky U. (1998). Signature of chaotic diffusion in band spectra.  Physical Review E. 1998, 57 (1):359-365.
  82. Primack H. & Smilansky U. (1998). On the accuracy of the semiclassical trace formula.  Journal of Physics A: Mathematical and General. 1998 Jul , 31 (29):6253-6277.
  83. Kottos T. & Smilansky U. (1997). Quantum chaos on graphs.  Physical review letters. 1997 Jan , 79 (24):4794-4797.
  84. Smilansky U. (1997). Quantum chaos and random matrix theory - Some new results.  Physica D: Nonlinear Phenomena. 1997, 109 (1-2):153-162.
  85. Dittrich T., Mehlig B., Schanz H. & Smilansky U. (1997). Universal spectral properties of spatially periodic quantum systems with chaotic classical dynamics.  Chaos Solitons & Fractals. 1997, 8 (7-8):1205-1227.
  86. Primack H., Schanz H., Smilansky U. & Ussishkin I. (1997). Penumbra diffraction in the semiclassical quantization of concave billiards.  Journal of Physics A: Mathematical and General. 1997 Oct , 30 (19):6693-6723.
  87. Kettemann S., Klakow D. & Smilansky U. (1997). Characterization of quantum chaos by the autocorrelation function of spectral determinants.  Journal of Physics A: Mathematical and General. 1997 May , 30 (10):3643-3662.
  88. Klakow D. & Smilansky U. (1996). Wavefunctions, expectation values and scars on Poincaré sections - A scattering approach.  Journal of Physics A: Mathematical and General. 1996, 29 (12):3213-3231.
  89. Primack H., Schanz H., Smilansky U. & Ussishkin I. (1996). Penumbra diffraction in the quantization of dispersing billiards.  Physical review letters. 1996 Mar , 76 (10):1615-1618.
  90. Smilansky U. & Ussishkin I. (1996). The smooth spectral counting function and the total phase shift for quantum billiards.  Journal of Physics A: Mathematical and General. 1996, 29 (10):2587-2597.
  91. DIETZ B., ECKMANN J., PILLET C., Smilansky U. & USSISHKIN I. (1995). Inside-outside duality for planar billiards: A numerical study.  Physical Review E. 1995, 51 (5):4222-4231.
  92. PRIMACK H. & Smilansky U. (1995). QUANTIZATION OF THE 3-DIMENSIONAL SINAI BILLIARD.  Physical Review Letters. 1995 Jun , 74 (24):4831-4834.
  93. SIEBER M., PRIMACK H., Smilansky U., USSISHKIN I. & SCHANZ H. (1995). Semiclassical quantization of billiards with mixed boundary conditions.  Journal of Physics A: Mathematical and General. 1995, 28 (17):5041-5078.
  94. DIETZ B. & Smilansky U. (1995). Scattering from a square obstacle.  Physica D: Nonlinear Phenomena. 1995 Sept , 86 (1-2):34-44.
  95. Rouvinez C. & Smilansky U. (1995). A scattering approach to the quantization of Hamiltonians in two dimensions-application to the wedge billiard.  Journal of Physics A: Mathematical and General. 1995, 28 (1):77-104.
  96. Smilansky U. (1995). Semiclassical quantization of chaotic billiards - A scattering approach.  Mesoscopic Quantum Physics. 1995, 61 :373-434.
  97. Dittes F. M., Doron E. & Smilansky U. (1994). Long-time behavior of the semiclassical baker's map.  Physical Review E. 1994, 49 (2):R963-R966.
  98. Dittrich T., Doron E. & Smilansky U. (1994). Classical diffusion, Anderson localization, and spectral statistics in billiard chains.  Journal of Physics A: Mathematical and General. 1994, 27 (1):79-114.
  99. Boasman P. A. & Smilansky U. (1994). Quantization of monotonic twist maps.  Journal of Physics A: Mathematical and Theoretical. 1994, 27 (4):1373-1385.
  100. Primack H. & Smilansky U. (1994). Quantal consequences of perturbations which destroy structurally unstable orbits in chaotic billiards.  Journal of Physics A: Mathematical and General. 1994, 27 (13):4439-4448.
  101. Thaha M., Blümel R. & Smilansky U. (1993). Symmetry breaking and localization in quantum chaotic systems.  Physical Review E. 1993, 48 (3):1764-1781.
  102. Smilansky U. (1993). ON HEARING THE SHAPE OF A DRUM, AND RELATED PROBLEMS.  Contemporary Physics. 1993 Nov , 34 (6):297-302.
  103. Argaman N., Imry Y. & Smilansky U. (1993). Semiclassical analysis of spectral correlations in mesoscopic systems.  Physical Review B. 1993, 47 (8):4440-4457.
  104. Dietz B. & Smilansky U. (1993). A scattering approach to the quantization of billiards - The inside-outside duality.  Chaos. 1993, 3 (4):581-590.
  105. SIEBER M., Smilansky U., CREAGH S. & LITTLEJOHN R. (1993). Non-generic spectral statistics in the quantized stadium billiard.  Journal of Physics A: Mathematical and Theoretical. 1993, 26 (22):6217-6230.
  106. Doron E., Smilansky U. & Frenkel A. (1993). QUANTUM CHAOTIC SCATTERING AND MICROWAVE EXPERIMENTS.  Quantum Chaos. 1993, 119 :399-413.
  107. Smilansky U. (1993). A zeta function approach to the semiclassical quantization of maps.  Nuclear Physics A. 1993 Jul , 560 (1):57-70.
  108. ARGAMAN N., DITTES F., Doron E., KEATING J., KITAEV A., SIEBER M. & Smilansky U. (1993). Correlations in the actions of periodic orbits derived from quantum chaos.  Physical review letters. 1993, 71 (26):4326-4329.
  109. Hillermeier C. F., Bl̈mel R. & Smilansky U. (1992). Ionization of H Rydberg atoms: Fractals and power-law decay.  Physical Review A. 1992, 45 (6):3486-3502.
  110. Doron E. & Smilansky U. (1992). Chaotic spectroscopy.  Chaos. 1992, 2 (1):117-124.
  111. BLUMEL R. & Smilansky U. (1992). SYMMETRY-BREAKING AND LOCALIZATION IN QUANTUM CHAOTIC SYSTEMS.  Physical Review Letters. 1992 Jul , 69 (2):217-220.
  112. Doron E., Smilansky U. & Dittrich T. (1992). The domino billiard.  Physica B. 1992 May , 179 (1):1-5.
  113. BOOSE D., RICHERT J. & Smilansky U. (1992). Tunnelling through a dynamical barrier in dissipative quantum systems.  Journal of Physics A: Mathematical and General. 1992, 25 (22):5789-5814.
  114. Doron E. & Smilansky U. (1992). Chaotic spectroscopy.  Physical review letters. 1992, 68 (9):1255-1258.
  115. Doron E. & Smilansky U. (1992). Some recent developments in the quantum theory of chaotic scattering.  Nuclear Physics A. 1992 Aug , 545 (1-2):455-466.
  116. Doron E. & Smilansky U. (1992). Semiclassical quantization of chaotic billiards: A scattering theory approach.  Nonlinearity. 1992 Sept , 5 (5):1055-1084.
  117. Bl̈mel R., Buchleitner A., Graham R., Sirko L., Smilansky U. & Walther H. (1991). Dynamical localization in the microwave interaction of Rydberg atoms: The influence of noise.  Physical Review A. 1991, 44 (7):4521-4540.
  118. GOLDBERG J., Smilansky U., BERRY M., SCHWEIZER W., WUNNER G. & ZELLER G. (1991). The parametric number variance.  Nonlinearity. 1991 Feb , 4 (1):1-14.
  119. Dittrich T. & Smilansky U. (1991). Spectral properties of systems with dynamical localization: I. The local spectrum.  Nonlinearity. 1991 Feb , 4 (1):59-84.
  120. Doron E., Smilansky U. & Frenkel A. (1991). Chaotic scattering and transmission fluctuations.  PHYSICA D. 1991 Jul , 50 (3):367-390.
  121. Dittrich T. & Smilansky U. (1991). Spectral properties of systems with dynamical localization: II. Finite sample approach.  Nonlinearity. 1991 Feb , 4 (1):85-101.
  122. Blümel R. & Smilansky U. (1990). Random-matrix description of chaotic scattering: Semiclassical approach.  Physical review letters. 1990 Jan , 64 (3):241-244.
  123. BLUMEL R., HILLERMEIER C. & Smilansky U. (1990). Classical and quantum dynamical regimes in the bound space projected dynamics of strongly driven H Rydberg atoms.  Zeitschrift für Physik D Atoms, Molecules and Clusters. 1990 Dec , 15 (4):267-280.
  124. Doron E., Smilansky U. & Frenkel A. (1990). Experimental demonstration of chaotic scattering of microwaves.  Physical review letters. 1990, 65 (25):3072-3075.
  125. BLUMEL R. & Smilansky U. (1990). IONIZATION OF HYDROGEN RYDBERG ATOMS IN STRONG MONOCHROMATIC AND BICHROMATIC MICROWAVE FIELDS.  Journal Of The Optical Society Of America B-Optical Physics. 1990 Apr , 7 (4):664-679.
  126. Blümel R. & Smilansky U. (1989). A simple model for chaotic scattering. II. Quantum mechanical theory.  PHYSICA D. 1989 Jun , 36 (1-2):111-136.
  127. Troll G. & Smilansky U. (1989). A simple model for chaotic scattering. I. Classical theory.  PHYSICA D. 1989 Apr , 35 (1-2):34-64.
  128. Blɒmel R. & Smilansky U. (1989). Ionization of excited hydrogen atoms by microwave fields: A test case for quantum chaos.  Physica Scripta. 1989 Sept , 40 (3):386-393.
  129. Bl̈mel R., Graham R., Sirko L., Smilansky U., Walther H. & Yamada K. (1989). Microwave excitation of rydberg atoms in the presence of noise.  Physical review letters. 1989, 62 (4):341-344.
  130. Brügger M., Lützenkirchen K., Polikanov S., Herrmann G., Overbeck M., Trautmann N., Breskin A., Chechik R., Fraenkel Z. & Smilansky U. (1989). Search for strange matter by Rutherford backscattering.  Nature. 1989, 337 (6206):434-436.
  131. BLUMEL R., JAECKEL G. & Smilansky U. (1989). IONIZATION OF HIGH-N H-ATOMS BY BICHROMATIC MICROWAVE FIELDS.  Physical Review A. 1989 Jan , 39 (1):450-453.
  132. BLUMEL R. & Smilansky U. (1988). CLASSICAL IRREGULAR SCATTERING AND ITS QUANTUM-MECHANICAL IMPLICATIONS.  Physical Review Letters. 1988 Feb , 60 (6):477-480.
  133. Shimshoni E. & Smilansky U. (1988). The interaction of charge carriers in superfluid helium with microwave fields-quantum dynamics of a classically chaotic system.  Nonlinearity. 1988 Aug , 1 (3):435-461.
  134. LUCK J., ORLAND H. & Smilansky U. (1988). ON THE RESPONSE OF A 2-LEVEL QUANTUM SYSTEM TO A CLASS OF TIME-DEPENDENT QUASIPERIODIC PERTURBATIONS.  Journal of Statistical Physics. 1988 Nov , 53 (4-Mar):551-564.
  135. BLUMEL R., GOLDBERG J. & Smilansky U. (1988). FEATURES OF THE QUASIENERGY SPECTRUM OF THE HYDROGEN-ATOM IN A MICROWAVE FIELD.  European Physical Journal D. 1988, 9 (2):95-103.
  136. Blümel R. & Smilansky U. (1987). Microwave ionization of highly excited hydrogen atoms.  Zeitschrift für Physik D Atoms, Molecules and Clusters. 1987 Jun , 6 (2):83-105.
  137. Tserruya I., Jacobs P., Breskin A., Chechik R., Fraenkel Z., Lantzmann S., Smilansky U. & Zwang N. (1985). Sub-barrier fusion of o+sn using a new detection system.  Lecture Notes in Physics. 1985, 219 :325-338.
  138. Bl̈mel R. & Smilansky U. (1985). Ionization of surface-state electrons by microwave fields: Quantum treatment.  Physical Review A. 1985, 32 (3):1900-1902.
  139. Blümel R., Fishman S. & Smilansky U. (1985). Excitation of molecular rotation by periodic microwave pulses. A testing ground for Anderson localization.  The Journal of chemical physics. 1985, 84 (5):2604-2614.
  140. JACOBS P. & Smilansky U. (1985). ALIGNMENT EFFECTS IN SUBBARRIER FUSION REACTIONS.  Nuclear Physics A. 1985, 438 (2):536-546.
  141. JACOBS P. & Smilansky U. (1985). POLARIZATION IN SUB-BARRIER FUSION REACTIONS.  Lecture Notes in Physics. 1985, 219 :319-322.
  142. BLUMEL R., MEIR R. & Smilansky U. (1984). Continuous versus discrete quasi-energy spectrum in the quantal description of a simple parametric resonator.  Physics Letters A. 1984 Jul , 103 (8):353-356.
  143. Blümel R. & Smilansky U. (1984). Quantum mechanical suppression of classical stochasticity in the dynamics of periodically perturbed surface-state electrons.  Physical review letters. 1984, 52 (2):137-140.
  144. Blümel R. & Smilansky U. (1984). Suppression of classical stochasticity by quantum-mechanical effects in the dynamics of periodically perturbed surface-state electrons.  Physical Review A. 1984, 30 (2):1040-1051.
  145. Brink D. M. & Smilansky U. (1983). Multiple reflections in the path-integral approach to barrier penetration.  Nuclear Physics A. 1983 Aug , 405 (2):301-312.
  146. Jacobs P. M. & Smilansky U. (1983). Comments on the description of sub-barrier fusion in terms of dissipative tunneling.  Physics Letters B. 1983 Aug , 127 (5):313-316.
  147. Levit S. & Smilansky U. (1982). The geometric content of the interacting boson model for molecular spectra: A testground for the nuclear IBM.  Nuclear Physics A. 1982 Nov , 389 (1):56-68.
  148. GROSS D., MOHRING K., MUKAMEL S., Smilansky U. & SOBEL M. (1982). The interplay between coherent and stochastic effects in deeply inelastic collisions of heavy ions. (II). Fluctuations in the collective dynamics.  Nuclear Physics A. 1982 Apr , 378 (2):375-396.
  149. Gamliel D., MUKAMEL S., Smilansky U., GROSS D. & MOHRING K. (1981). Comments on some reduced descriptions of coherent and incoherent dynamics of multilevel systems.  The Journal of chemical physics. 1981, 76 (11):5493-5496.
  150. Möhring K. & Smilansky U. (1981). Semiclassical evaluation of inclusive transition probabilities.  The Journal of chemical physics. 1981, 74 (8):4509-4518.
  151. MUKAMEL S., Smilansky U., GROSS D., MOHRING K. & SOBEL M. (1981). The interplay between coherent and stochastic effects in deeply inelastic collisions of heavy ions. (I). The self-consistent mean-field approximation.  Nuclear Physics A. 1981 Aug , 366 (2):339-364.
  152. MOHRING K., Levit S. & Smilansky U. (1980). ON THE SEMI-CLASSICAL GREEN-FUNCTION IN THE ENERGY-REPRESENTATION.  Annals of Physics. 1980, 127 (1):198-219.
  153. Möhring K. & Smilansky U. (1980). A semi-classical treatment of dissipative processes based on Feynman's influence functional method.  Nuclear Physics A. 1980 Apr , 338 (1):227-268.
  154. STOKSTAD R., EISEN Y., KAPLANIS S., PELTE D., Smilansky U. & Tserruya I. (1980). Fusion of O16 + Sm148,150,152,154 at sub-barrier energies.  Physical Review C. 1980, 21 (6):2427-2435.
  155. Levit S. & Smilansky U. (1979). A uniform semi-classical approach to the Coulomb fission problem.  Nuclear Physics A. 1979, 315 (1-2):205-232.
  156. Pelte D. & Smilansky U. (1979). Dynamical properties of heavy-ion reactions deduced from coupled-channels calculations.  Physical Review C. 1979, 19 (6):2196-2205.
  157. STOKSTAD R., EISEN Y., KAPLANIS S., PELTE D., Smilansky U. & Tserruya I. (1978). EFFECT OF NUCLEAR DEFORMATION ON HEAVY-ION FUSION.  Physical Review Letters. 1978, 41 (7):465-469.
  158. Levit S., MOHRING K., Smilansky U. & DREYFUS T. (1978). FOCAL POINTS AND PHASE OF SEMI-CLASSICAL PROPAGATOR.  Annals of Physics. 1978, 114 (2-Jan):223-242.
  159. BECHARA M., DIETZSCH O., SAMUEL M. & Smilansky U. (1978). Reorientation effect measurements in Te122 and Te128.  Physical Review C. 1978, 17 (2):628-633.
  160. Levit S. & Smilansky U. (1977). A theorem on infinite products of eigenvalues of sturm-liouville type operators.  Proceedings of the American Mathematical Society. 1977 Aug , 65 (2):299-302.
  161. KALINSKY D., MELNIK D., Smilansky U., TRAUTNER N., HOROWITZ Y. & MORDECHAI S. (1977). Nuclear reactions induced by the bombardment of 18O with 18O.  Nuclear Physics A. 1977 Oct , 289 (1):205-216.
  162. KALINSKY D., MELNIK D., Smilansky U., TRAUTNER N. & WEISROSE S. (1977). ALPHA-TRANSFER REACTIONS BETWEEN OXYGEN ISOTOPES.  Nuclear Physics A. 1977, 293 (3):509-517.
  163. Samuel M., Smilansky U., Watson B. A., Eisen Y., Kleinfeld A. M. & Werdecker D. (1977). Measurement of nuclear deformation parameters from elastic and inelastic scattering of α and 3He ions on Te isotopes.  Nuclear Physics A. 1977 Mar , 279 (2):210-222.
  164. Levit S. & Smilansky U. (1977). The hamiltonian path integrals and the uniform semiclassical approximations for the propagator.  Annals of Physics. 1977 Sept , 108 (1):165-197.
  165. Levit S. & Smilansky U. (1977). A new approach to Gaussian path integrals and the evaluation of the semiclassical propagator.  Annals of Physics. 1977 Jan , 103 (1):198-207.
  166. Kleinfeld A. M., Lieb K. P., Werdecker D. & Smilansky U. (1975). Measurement of the quadrupole moment of the first excited 2+ state of O18.  Physical review letters. 1975, 35 (20):1329-1332.
  167. KALINSKY D., MELNIK D., Smilansky U., TRAUTNER N., WATSON B., HOROWITZ Y., MORDECHAI S., BAUR G. & PELTE D. (1975). Nuclear reactions between oxygen isotopes.  Nuclear Physics A. 1975 Oct , 250 (2):364-380.
  168. Levit S., Smilansky U. & Pelte D. (1974). A new semi-classical theory for multiple Coulomb excitation.  Physics Letters B. 1974 Nov , 53 (1):39-44.
  169. Eisen Y., Abramson E., Engler G., Samuel M., Smilansky U. & Vager Z. (1974). Elastic scattering of 3He and 4He at incident energies near the coulomb barrier.  Nuclear Physics A. 1974 Dec , 236 (2):327-339.
  170. Brückner W., Husar D., Pelte D., Traxel K., Samuel M. & Smilansky U. (1974). Nuclear deformations from inelastic α-scattering on rare earth nuclei at energies near the Coulomb barrier.  Nuclear Physics A. 1974 Oct , 231 (1):159-175.
  171. Brückner W., Merdinger J. G., Pelte D., Smilansky U. & Traxel K. (1973). Nuclear deformations from the interference effects between coulomb and nuclear excitations in inelastic α scattering on Sm152.  Physical Review Letters. 1973, 30 (2):57-60.
  172. Smilansky U. (1973). Determination of nuclear deformations from inelastic scattering of heavy ions near the Coulomb barrier.  Lecture Notes in Physics. 1973, 23 :148-177.
  173. Alder K., Roesel F. & Smilansky U. (1973). Deviations from the Rutherford scattering due to the ground state quadrupole moment.  Annals of Physics. 1973 Jun , 78 (2):518-534.
  174. Bamberger A., Jansen G., Povh B., Schwalm D. & Smilansky U. (1972). Coulomb excitation of the 1 2- state in 7Li.  Nuclear Physics A. 1972 Oct , 194 (1):193-204.
  175. Smilansky U. (1972). The reorientation effect in 110Cd and 114Cd.  Nuclear Physics A. 1972, 196 (2):312-336.
  176. Eisen Y., Eisenstein R. A., Smilansky U. & Vager Z. (1972). Elastic scattering of 16O and 18O by even Ca isotopes, 52Cr and 62Ni at incident energies near the Coulomb barrier.  Nuclear Physics A. 1972 Nov , 195 (2):513-526.
  177. Smilansky U., Povh B. & Traxel K. (1972). The role of the α+t channel in the Coulomb excitation of the 1 2- state in 7Li.  Physics Letters B. 1972 Mar , 38 (5):293-297.
  178. Berant Z., Eisenstein R. A., Greenberg J. S., Horowitz Y., Smilansky U., Tandon P. N., Kleinfeld A. M. & Mäggi H. G. (1971). Investigation of the reorientation effect in Cd110 and Cd114.  Physical Review Letters. 1971, 27 (2):110-113.
  179. Samuel M. & Smilansky U. (1971). Calculation of electric quadrupole radial matrix elements for Coulomb excitation.  Computer Physics Communications. 1971 Dec , 2 (7):455-469.
  180. Smilansky U. (1970). The quadrupole moment of 114Cd; A test case for the reorientation effect..  Proc. Int. Conf. on Hyper ne Interactions detected by Nuclear Radiation. 1970, :1091.
  181. Eisenstein R. A. & Smilansky U. (1970). Measurement of ground state quadrupole moments using simultaneous coulomb excitation of target and projectile.  Physics Letters B. 1970 Mar , 31 (7):436-438.
  182. Smilansky U. (1969). The reorientation e ect in multiple Coulomb excitation.  Proceedings of the International Conference on Nuclear Reactions Induced by Heavy Ions, Heidelberg, 15-18 July 1969. 1969, :392.
  183. Simpson J. J., Smilansky U. & Ashery D. (1969). Coulomb excitation and the reorientation effect in 70Ge and 76Ge.  Nuclear Physics A. 1969 Dec , 138 (3):529-544.
  184. Smilansky U. (1969). The quantum mechanical effects on gamma angular correlations following multiple Coulomb excitation.  Physics Letters B. 1969 Mar , 29 (1):15-17.
  185. Smilansky U. (1968). Quantal effects in multiple Coulomb excitation.  Nuclear Physics A. 1968 May , 112 (1):185-194.
  186. Simpson J. J., Smilansky U. & Wurm J. P. (1968). The reorientation effect in 114Cd.  Physics Letters B. 1968 Oct , 27 (10):633-635.
  187. Smilansky U. (1968). Elastic scattering of charged particles from polarized quadrupole moments.  Nuclear Physics A. 1968 Oct , 118 (3):529-537.
  188. Samuel M. & Smilansky U. (1968). Coulomb excitation near the coulomb barrier.  Physics Letters B. 1968 Dec , 28 (5):318-320.
  189. Simpson J. J. & Smilansky U. (1968). A correction to some experiments to measure the reorientation effect.  Physics Letters B. 1968 Apr , 26 (9):581-582.
  190. Smilansky U. (1967). Quantum mechanical effects in multiple coulomb excitation.  Physics Letters. 1967 Oct , 25 (6):385-387.
  191. Smilansky U. (1965). Calculations of Coulomb Excitation Probabilities by Heavy Ions.  Weizmann Institute Report. 1965 May , .
  192. Smilansky U. (1965). The quadrupole moment of the 2+ state at 122 keV in Sm152.  Physics Letters. 1965, 16 (2):151-153.
  193. Goldring G., Kedem D., Smilansky U. & Vager Z. (1963). Application of charged and neutral beams in measurements of gyromagnetic ratios.  Nuclear Instruments and Methods. 1963, 23 (C):231-234.