Publications

  1. Smilansky, U (2017). Delay-time distribution in the scattering of time-narrow wave packets. (I).  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2017, 50 .
  2. Sosoe, P; Smilansky, U (2016). On the spectrum of random anti-symmetric and tournament matrices.  RANDOM MATRICES-THEORY AND APPLICATIONS. 2016, 5 .
  3. Joyner, CH; Smilansky, U (2015). Spectral statistics of Bernoulli matrix ensembles-a random walk approach (I).  JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL. 2015, 48 .
  4. Maciazek, T; Joyner, CH; Smilansky, U (2015). The Probability Distribution of Spectral Moments for the Gaussian beta-Ensembles.  ACTA PHYSICA POLONICA A. 2015, 128 :983-989.
  5. Oren, I; Smilansky, U (2014). Periodic Walks on Large Regular Graphs and Random Matrix Theory.  EXPERIMENTAL MATHEMATICS. 2014, 23 :492-498.
  6. 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, 77 :209-213.
  7. 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, 372 .
  8. Oren, I; Smilansky, U (2014). Spectral statistics of permutation matrices.  PHILOSOPHICAL TRANSACTIONS OF THE ROYAL SOCIETY A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES. 2014, 372 .
  9. Waltner, D; Smilansky, U (2014). Transmission through a noisy network.  Journal Of Physics A-Mathematical And Theoretical. 2014, 47 .
  10. Gnutzmann, S; Schanz, H; Smilansky, U (2013). Topological Resonances in Scattering on Networks (Graphs).  Physical Review Letters. 2013, 110 .
  11. Complex patterns in wave functions - drums, graphs, and disorder. Philosophical Transactions A, in press (2013). Eds. S. Gnutzmann and U. Smilasnky

  12. Daniel Waltner and Uzy Smilansky. Scattering from a Ring Graph : A Simple Model for the Study of Resonances. Acta Physica Polonica A 124,1087, (2013).
    DOI: 10.12693/APhysPolA.124.1087

  13. 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, 311 :815-838.
  14. 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, 13 :145-184.
  15. Berkolaiko, G; Kuchment, P; Smilansky, U (2012). CRITICAL PARTITIONS AND NODAL DEFICIENCY OF BILLIARD EIGENFUNCTIONS.  Geometric And Functional Analysis. 2012, 22 :1517-1540.
  16. 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, 45 .
  17. Rueckriemen, R; Smilansky, U (2012). Trace formulae for quantum graphs with edge potentials.  Journal Of Physics A-Mathematical And Theoretical. 2012, 45 .
  18. Gnutzmann, S; Smilansky, U; Derevyanko, S (2011). Stationary scattering from a nonlinear network.  Physical Review A. 2011, 83 .
  19. 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, 60 :398-406.
  20. Karasik, A; Smilansky, U (2011). Computerized morphological classification of ceramics.  Journal Of Archaeological Science. 2011, 38 :2644-2657.
  21. 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, 120 :A149-A153.
  22. Band, R; Sawicki, A; Smilansky, U (2010). Scattering from isospectral quantum graphs.  Journal Of Physics A-Mathematical And Theoretical. 2010, 43 .
  23. Elon, Y; Smilansky, U (2010). Percolating level sets of the adjacency eigenvectors of d-regular graphs.  Journal Of Physics A-Mathematical And Theoretical. 2010, 43 .
  24. 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 .
  25. Uzy Smilansky. Discrete graphs - a paradigm model for Quantum Chaos. Seminaire Poincare XIV (2010) 1-26.

  26. Adan-Bayewitz, D; Karasik, A; Smilansky, U; Asaro, F; Giauque, RD; 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, 36 :2517-2530.
  27. 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 .
  28. Smilansky, U (2009). Exterior-interior duality for discrete graphs.  Journal Of Physics A-Mathematical And Theoretical. 2009, 42 .
  29. 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.
  30. 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, 35 :3101-3110.
  31. Karageorge, PD; Smilansky, U (2008). Counting nodal domains on surfaces of revolution.  Journal Of Physics A-Mathematical And Theoretical. 2008, 41 .
  32. Karasik, A; Smilansky, U (2008). 3D scanning technology as a standard archaeological tool for pottery analysis: practice and theory.  Journal Of Archaeological Science. 2008, 35 :1148-1168.
  33. Karasik, A; Smilansky, U (2008). Computerized Ceramic Typology.  Near Eastern Archaeology. 2008, 71 :156-157.
  34. Rami Band, Idan Oren and Uzy Smilansky. Nodal domains on graphs - How to count them and why? Analysis on graphs and its applications. Proc. Symp. Pure Math. (Providence, RI: American Mathematical Society) (2008) 5-28.

  35. Gavish, U; Smilansky, U (2007). Degeneracies in the length spectra of metric graphs.  Journal Of Physics A-Mathematical And Theoretical. 2007, 40 :10009-10020.
  36. Gnutzmann, S; Karageorge, P; Smilansky, U (2007). A trace formula for the nodal count sequence - Towards counting the shape of separable drums.  European Physical Journal-Special Topics. 2007, 145 :217-229.
  37. 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, 40 :9743-9770.
  38. Harrison, JM; Smilansky, U; Winn, B (2007). Quantum graphs where back-scattering is prohibited.  Journal Of Physics A-Mathematical And Theoretical. 2007, 40 :14181-14193.
  39. Band, R; Smilansky, U (2007). Resolving the isospectrality of the dihedral graphs by counting nodal domains.  European Physical Journal-Special Topics. 2007, 145 :171-179.
  40. Smilansky, U (2007). Quantum chaos on discrete graphs.  Journal Of Physics A-Mathematical And Theoretical. 2007, 40 :F621-F630.
  41. Berkolaiko, G; Keating, JP; Smilansky, U (2007). Quantum ergodicity for graphs related to interval maps.  Communications In Mathematical Physics. 2007, 273 :137-159.
  42. Smilansky, U; Stockmann, HJ (2007). Nodal patterns in physics and mathematics - Wittenberg, Germany, July 24-28, 2006 - Preface.  European Physical Journal-Special Topics. 2007, 145 :V-VI.
  43. Breuer, J; Forrester, PJ; Smilansky, U (2007). Random discrete Schrodinger operators from random matrix theory.  Journal Of Physics A-Mathematical And Theoretical. 2007, 40 :F161-F168.
  44. 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, 40 :2689-2707.
  45. Nodal Patterns in Physics and Mathematics. The European Physical Journal - Special Topics Volume 145, Number 1 / June, 2007. Eds. U. Smilasnky and H.-J. Stöckmann, Springer Berlin / Heidelberg.

  46. 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, 39 :13999-14014.
  47. Gnutzmann, S; Karageorge, PD; Smilansky, U (2006). Can one count the shape of a drum?.  Physical Review Letters. 2006, 97 .
  48. Gnutzmann, S; Smilansky, U (2006). Quantum graphs: Applications to quantum chaos and universal spectral statistics.  Advances In Physics. 2006, 55 :527-625.
  49. Shapira, T; Smilansky, U (2006). Quantum graphs which sound the same.  Non-Linear Dynamics And Fundamental Interactions. 2006, 213 :17-29.
  50. Uzy Smilansky and Hans A. Weidenmueller. Die Wirkung des Minerva-Programms
    in Wolfgang Gentner Festschrift zum 100. Geburtstag. Springer Verlag, Eds. D. Hoffmann and U. Schmidt-Rohr. (2006) 171-176.

  51. Ram Band, Talia Shapira and Uzy Smilansky. Nodal domains on isospectral quantum graphs: the resolution of isospectrality. J. Phys. A: Math. Gen. 39 (2006) 13999-14014.

  52. Uzy Smilansky and Michael Solomyak. The quantum graph as a limit of a network of physical wires. Contemporary Mathematics 415 (2006) 283-292.

  53. Gnutzmann, S; Smilansky, U; Sondergaard, N (2005). Resolving isospectral 'drums' by counting nodal domains.  Journal Of Physics A-Mathematical And General. 2005, 38 :8921-8933.
  54. 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, 32 :841-853.
  55. U. Smilansky and R. Sankaranarayanan. Nodal domain distribution of rectangular drums.
    In Proceedings of National Conference on Nonlinear Systems and Dynamics - p. 195, Aligarh
    Muslim University, India (Feb. 24-26, 2005).

  56. Gnutzmann, S; Smilansky, U; Weber, J (2004). Nodal counting on quantum graphs.  Waves In Random Media. 2004, 14 :S61-S73.
  57. Smilansky, U (2004). Irreversible quantum graphs.  Waves In Random Media. 2004, 14 :S143-S153.
  58. Foltin, G; Gnutzmann, S; Smilansky, U (2004). The morphology of nodal lines - random waves versus percolation.  Journal Of Physics A-Mathematical And General. 2004, 37 :11363-11371.
  59. Gilboa, A; Karasik, A; Sharon, I; Smilansky, U (2004). Towards computerized typology and classification of ceramics.  Journal Of Archaeological Science. 2004, 31 :681-694.
  60. Kottos, T; Smilansky, U (2003). Quantum graphs: a simple model for chaotic scattering.  Journal Of Physics A-Mathematical And General. 2003, 36 :3501-3524.
  61. Monastra, AG; Smilansky, U; Gnutzmann, S (2003). Avoided intersections of nodal lines.  Journal Of Physics A-Mathematical And General. 2003, 36 :1845-1853.
  62. Smilansky, U; Verdene, B (2003). Action correlations and random matrix theory.  Journal Of Physics A-Mathematical And General. 2003, 36 :3525-3549.
  63. Hornberger, K; Smilansky, U (2002). Magnetic edge states.  Physics Reports-Review Section Of Physics Letters. 2002, 367 :249-385.
  64. Hornberger, K; Smilansky, U (2002). Spectral cross correlations of magnetic edge states.  Physical Review Letters. 2002, 88 .
  65. Blum, G; Gnutzmann, S; Smilansky, U (2002). Nodal domains statistics: A criterion for quantum chaos.  Physical Review Letters. 2002, 88 .
  66. Eckhardt, B; Smilansky, U (2001). Stroboscopic quantization of autonomous systems.  Foundations Of Physics. 2001, 31 :543-556.
  67. Gutkin, B; Smilansky, U (2001). Can one hear the shape of a graph?.  Journal Of Physics A-Mathematical And General. 2001, 34 :6061-6068.
  68. Hornberger, K; Smilansky, U (2001). The exterior and interior edge states of magnetic billiards: Spectral statistics and correlations.  Physica Scripta. 2001, T90 :64-74.
  69. Holger Schanz and Uzy Smilansky. Combinatorial identities from the spectral theory of quantum graphs. Electronic J. Combin. 8, Paper 16, 16pp (2001). (math-ph/0003037).

  70. Primack, H; Smilansky, U (2000). The quantum three-dimensional Sinai billiard - A semiclassical analysis.  Physics Reports-Review Section Of Physics Letters. 2000, 327 :1-107.
  71. Schanz, H; Smilansky, U (2000). Periodic-orbit theory of Anderson localization on graphs.  Physical Review Letters. 2000, 84 :1427-1430.
  72. 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, 80 :1999-2021.
  73. Smilansky, U (2000). Trace identities and their semiclassical implications.  Journal Of Physics A-Mathematical And General. 2000, 33 :2299-2312.
  74. Hornberger, K; Smilansky, U (2000). The boundary integral method for magnetic billiards.  Journal Of Physics A-Mathematical And General. 2000, 33 :2829-2855.
  75. Kottos, T; Smilansky, U (2000). Chaotic scattering on graphs.  Physical Review Letters. 2000, 85 :968-971.
  76. Proc. of the Int. School of Physics “Enrico Fermi.” ”New directions in Quantum Chaos.” Course CXLIII Varenna July 1999. Eds. G. Casati, I. Guarneri and U. Smilansky. North Holland (2000).

  77. Kottos, T; Smilansky, U (1999). Periodic orbit theory and spectral statistics for quantum graphs.  Annals Of Physics. 1999, 274 :76-124.
  78. Kottos, T; Smilansky, U; Fortuny, J; Nesti, G (1999). Chaotic scattering of microwaves.  Radio Science. 1999, 34 :747-758.
  79. 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 :6541-6551.
  80. Gutkin, B; Smilansky, U; Gutkin, E (1999). Hyperbolic billiards on surfaces of constant curvature.  Communications In Mathematical Physics. 1999, 208 :65-90.
  81. Cohen, D; Primack, H; Smilansky, U (1998). Quantal-classical duality and the semiclassical trace formula.  Annals Of Physics. 1998, 264 :108-170.
  82. Dittrich, T; Mehlig, B; Schanz, H; Smilansky, U (1998). Signature of chaotic diffusion in band spectra.  Physical Review E. 1998, 57 :359-365.
  83. Primack, H; Smilansky, U (1998). On the accuracy of the semiclassical trace formula.  Journal Of Physics A-Mathematical And General. 1998, 31 :6253-6277.
  84. 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, 30 :3643-3662.
  85. Kottos, T; Smilansky, U (1997). Quantum chaos on graphs.  Physical Review Letters. 1997, 79 :4794-4797.
  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, 30 :6693-6723.
  87. Smilansky, U (1997). Quantum chaos and random matrix theory - Some new results.  Physica D. 1997, 109 :153-162.
  88. 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 :1205-1227.
  89. U. Smilansky. Semiclassical Quantization of Maps and Spectral Correlations. Proc. of the NATO Advanced Study Institute “Supersymmetry and Trace Formulae ”, Editor I. Lerner Cambridge, (1997).

  90. Klakow, D; Smilansky, U (1996). Wavefunctions, expectation values and scars on Poincare sections - A scattering approach.  Journal Of Physics A-Mathematical And General. 1996, 29 :3213-3231.
  91. Primack, H; Schanz, H; Smilansky, U; Ussishkin, I (1996). Penumbra diffraction in the quantization of dispersing billiards.  Physical Review Letters. 1996, 76 :1615-1618.
  92. 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 :2587-2597.
  93. Smilansky, U (1995). Semiclassical quantization of chaotic billiards - A scattering approach.  Mesoscopic Quantum Physics. 1995, 61 :373-434.
  94. DIETZ, B; ECKMANN, JP; PILLET, CA; SMILANSKY, U; USSISHKIN, I (1995). INSIDE-OUTSIDE DUALITY FOR PLANAR BILLIARDS - A NUMERICAL STUDY.  Physical Review E. 1995, 51 :4222-4231.
  95. DIETZ, B; SMILANSKY, U (1995). SCATTERING FROM A SQUARE OBSTACLE.  Physica D. 1995, 86 :34-44.
  96. PRIMACK, H; SMILANSKY, U (1995). QUANTIZATION OF THE 3-DIMENSIONAL SINAI BILLIARD.  Physical Review Letters. 1995, 74 :4831-4834.
  97. ROUVINEZ, C; SMILANSKY, U (1995). A SCATTERING APPROACH TO THE QUANTIZATION OF HAMILTONIANS IN 2-DIMENSIONS - APPLICATION TO THE WEDGE BILLIARD.  Journal Of Physics A-Mathematical And General. 1995, 28 :77-104.
  98. 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 :5041-5078.
  99. U. Smilansky. Semiclassical Quantization of Chaotic Billiards - A Scattering Approach. the Les Houches Summer School on Mesoscopic Quantum Physics. Elsevier Science Publ. (1995) Ed. E. Akkermans, G. Montambaux and J. L. Pichard.

  100. H. Schanz and U. Smilansky. Quantization of Sinai’s Billiard - A Scattering Approach. Chaos Solitons and Fractals 5, 1289-1309 (1995).

  101. DITTES, FM; DORON, E; SMILANSKY, U (1994). LONG-TIME BEHAVIOR OF THE SEMICLASSICAL BAKERS MAP.  Physical Review E. 1994, 49 :R963-R966.
  102. 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 :79-114.
  103. BOASMAN, PA; SMILANSKY, U (1994). QUANTIZATION OF MONOTONIC TWIST MAPS.  Journal Of Physics A-Mathematical And General. 1994, 27 :1373-1385.
  104. 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 :4439-4448.
  105. Dietz, B; Smilansky, U (1993). A scattering approach to the quantization of billiards-The inside-outside duality.  Chaos. 1993, 3 :581-589.
  106. SIEBER, M; SMILANSKY, U; CREAGH, SC; LITTLEJOHN, RG (1993). NONGENERIC SPECTRAL STATISTICS IN THE QUANTIZED STADIUM BILLIARD.  Journal Of Physics A-Mathematical And General. 1993, 26 :6217-6230.
  107. SMILANSKY, U (1993). A ZETA-FUNCTION APPROACH TO THE SEMICLASSICAL QUANTIZATION OF MAPS.  Nuclear Physics A. 1993, 560 :57-70.
  108. SMILANSKY, U (1993). ON HEARING THE SHAPE OF A DRUM, AND RELATED PROBLEMS.  Contemporary Physics. 1993, 34 :297-302.
  109. DORON, E; SMILANSKY, U; FRENKEL, A (1993). QUANTUM CHAOTIC SCATTERING AND MICROWAVE EXPERIMENTS.  Quantum Chaos. 1993, 119 :399-413.
  110. THAHA, M; BLUMEL, R; SMILANSKY, U (1993). SYMMETRY-BREAKING AND LOCALIZATION IN QUANTUM CHAOTIC SYSTEMS.  Physical Review E. 1993, 48 :1764-1781.
  111. ARGAMAN, N; DITTES, FM; DORON, E; KEATING, JP; KITAEV, AY; SIEBER, M; SMILANSKY, U (1993). CORRELATIONS IN THE ACTIONS OF PERIODIC-ORBITS DERIVED FROM QUANTUM CHAOS.  Physical Review Letters. 1993, 71 :4326-4329.
  112. ARGAMAN, N; IMRY, Y; SMILANSKY, U (1993). SEMICLASSICAL ANALYSIS OF SPECTRAL CORRELATIONS IN MESOSCOPIC SYSTEMS.  Physical Review B. 1993, 47 :4440-4457.
  113. Proc. of the Int. School of Physics “Enrico Fermi” ”Quantum Chaos”. Course CXIX Varenna July 1991. Eds. G. Casati, I. Guarneri and U. Smilansky. North Holland (1993).

  114. E. Doron and U. Smilansky. A Scattering Approach to Semiclassical Quantization. Proc. Adriatico Research Conference: ”Mesoscopic Systems and Chaos - A Novel Approach ” (August 1993).

  115. T. Dittrich E. Doron and U. Smilansky. Semiclassial Spectral Statistics for Quasi 1-D systems with Anderson Localization. Proc. Adriatico Research Conference: ”Mesoscopic Systems and Chaos - A Novel Approach" (August 1993).

  116. B. Dietz and U. Smilanskyץ A Scattering Approach to the Quantization of Billiards - The Inside-Outside Duality. Chaos 3, 581-590, (1993).

  117. HILLERMEIER, CF; BLUMEL, R; SMILANSKY, U (1992). IONIZATION OF H RYDBERG ATOMS - FRACTALS AND POWER-LAW DECAY.  Physical Review A. 1992, 45 :3486-3502.
  118. DORON, E; SMILANSKY, U (1992). SEMICLASSICAL QUANTIZATION OF CHAOTIC BILLIARDS - A SCATTERING-THEORY APPROACH.  Nonlinearity. 1992, 5 :1055-1084.
  119. DORON, E; SMILANSKY, U (1992). SOME RECENT DEVELOPMENTS IN THE QUANTUM-THEORY OF CHAOTIC SCATTERING.  Nuclear Physics A. 1992, 545 :C455-C466.
  120. DORON, E; SMILANSKY, U; DITTRICH, T (1992). THE DOMINO BILLIARD.  Physica B. 1992, 179 :1-5.
  121. BLUMEL, R; SMILANSKY, U (1992). SYMMETRY-BREAKING AND LOCALIZATION IN QUANTUM CHAOTIC SYSTEMS.  Physical Review Letters. 1992, 69 :217-220.
  122. BOOSE, D; RICHERT, J; SMILANSKY, U (1992). TUNNELING THROUGH A DYNAMIC BARRIER IN DISSIPATIVE QUANTUM-SYSTEMS.  Journal Of Physics A-Mathematical And General. 1992, 25 :5789-5814.
  123. Doron, E; Smilansky, U (1992). Chaotic spectroscopy.  Chaos. 1992, 2 :117-124.
  124. DORON, E; SMILANSKY, U (1992). CHAOTIC SPECTROSCOPY.  Physical Review Letters. 1992, 68 :1255-1258.
  125. U. Smilansky. Semi Classical Quantization of Chaotic Billiards. Notes for Lectures delivered at the Eighth South African Summer School in Theoretical Physics, Blydepoort, Eastern Transvaal, RSA (1992). Lecture Notes in Physics 411, “Chaos and Quantum Chaos”, Springer- Verlag Ed: W.D. Heiss. p. 57-120.

  126. U. Smilansky. The classical and quantum theory of chaotic scattering. The Les Houches Summer School on Chaos and Quantum Physics. Elsevier Science Publ. (1992) Ed. M.-J. Grannoni, A.Voros and J. Zinn-Justin.

  127. T. Dittrich and U. Smilansky. Spectral Properties of Systems with Dynamical Localization. in ”Quantom Chaos” Collection of Papers on Quantum Chaos. B. Chirikov and G. Casati, editors, Cambridge University Press. 605-631 (1992).

  128. E. Doron and U. Smilansky. Chaotic Spectroscopy. Chaos 2, 117-124 (1992).

  129. R. Bl¨umel B. Dietz C. Jung and U. Smilansky. On the Transition to Chaotic Scattering. J. Phys. A: Math. Gen.25 1483-1502, (1992).

  130. U. Smilansky S. Tomsovic and O. Bohigas. Spectral Fluctuations and Transport in Phase Space. Jour. of Physics A. 25, 3261-3272 (1992).

  131. DORON, E; SMILANSKY, U; FRENKEL, A (1991). CHAOTIC SCATTERING AND TRANSMISSION FLUCTUATIONS.  Physica D. 1991, 50 :367-390.
  132. BLUMEL, R; BUCHLEITNER, A; GRAHAM, R; SIRKO, L; SMILANSKY, U; WALTHER, H (1991). DYNAMIC LOCALIZATION IN THE MICROWAVE INTERACTION OF RYDBERG ATOMS - THE INFLUENCE OF NOISE.  Physical Review A. 1991, 44 :4521-4540.
  133. DITTRICH, T; SMILANSKY, U (1991). SPECTRAL PROPERTIES OF SYSTEMS WITH DYNAMIC LOCALIZATION .1. THE LOCAL SPECTRUM.  Nonlinearity. 1991, 4 :59-84.
  134. DITTRICH, T; SMILANSKY, U (1991). SPECTRAL PROPERTIES OF SYSTEMS WITH DYNAMIC LOCALIZATION .2. FINITE-SAMPLE APPROACH.  Nonlinearity. 1991, 4 :85-101.
  135. GOLDBERG, J; SMILANSKY, U; BERRY, MV; SCHWEIZER, W; WUNNER, G; ZELLER, G (1991). THE PARAMETRIC NUMBER VARIANCE.  Nonlinearity. 1991, 4 :1-14.
  136. E. Doron, U. Smilansky and A. Frenkel. Quantum Chaotic Scattering and Microwave Experiments. Proc. Int. Summer School Enrico Fermi”, Varenna (1991). ed: G. Casati, I Guarneri and U. Smilansky.

  137. C. Bercovich, U. Smilansky and G. P. Farmelo. Demonstration of Classical Chaotic Scattering. Journal of European Physics 12, 122-128 (1991).

  138. BLUMEL, R; HILLERMEIER, C; SMILANSKY, U (1990). CLASSICAL AND QUANTUM DYNAMIC REGIMES IN THE BOUND SPACE PROJECTED DYNAMICS OF STRONGLY DRIVEN H-RYDBERG ATOMS.  Zeitschrift Fur Physik D-Atoms Molecules And Clusters. 1990, 15 :267-280.
  139. 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, 7 :664-679.
  140. BLUMEL, R; SMILANSKY, U (1990). RANDOM-MATRIX DESCRIPTION OF CHAOTIC SCATTERING - SEMICLASSICAL APPROACH.  Physical Review Letters. 1990, 64 :241-244.
  141. DORON, E; SMILANSKY, U; FRENKEL, A (1990). EXPERIMENTAL DEMONSTRATION OF CHAOTIC SCATTERING OF MICROWAVES.  Physical Review Letters. 1990, 65 :3072-3075.
  142. R. Blümel and U. Smilansky. Quantum mechanical suppression of chaos. Physics World 3, 30–34 (1990).

     

  143. BLUMEL, R; SMILANSKY, U (1989). A SIMPLE-MODEL FOR CHAOTIC SCATTERING .2. QUANTUM-MECHANICAL THEORY.  Physica D. 1989, 36 :111-136.
  144. BLUMEL, R; SMILANSKY, U (1989). IONIZATION OF EXCITED HYDROGEN-ATOMS BY MICROWAVE FIELDS - A TEST CASE FOR QUANTUM CHAOS.  Physica Scripta. 1989, 40 :386-393.
  145. TROLL, G; SMILANSKY, U (1989). A SIMPLE-MODEL FOR CHAOTIC SCATTERING .1. CLASSICAL-THEORY.  Physica D. 1989, 35 :34-64.
  146. BRUGGER, M; LUTZENKIRCHEN, 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 :434-436.
  147. BLUMEL, 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 :341-344.
  148. BLUMEL, R; JAECKEL, G; SMILANSKY, U (1989). IONIZATION OF HIGH-N H-ATOMS BY BICHROMATIC MICROWAVE FIELDS.  Physical Review A. 1989, 39 :450-453.
  149. R. Blümel, R. Graham, L. Sirko, U. Smilansky, H.Walther and K. Yamada. Localization properties of Rydberg atoms in the presence of noisy mono-chromatic microwave
    fields. “Fundamentals of Laser Interactions II”, lecture notes in Physics, Springer (1989),
    Editor F. Ehlotzki.

  150. R. Blümel and U. Smilansky. Quantenmechanic des irregulären Streuens. Phys. Bl. 45, 379-81 (1989).

  151. BLUMEL, R; GOLDBERG, J; SMILANSKY, U (1988). FEATURES OF THE QUASIENERGY SPECTRUM OF THE HYDROGEN-ATOM IN A MICROWAVE FIELD.  Zeitschrift Fur Physik D-Atoms Molecules And Clusters. 1988, 9 :95-103.
  152. BLUMEL, R; SMILANSKY, U (1988). CLASSICAL IRREGULAR SCATTERING AND ITS QUANTUM-MECHANICAL IMPLICATIONS.  Physical Review Letters. 1988, 60 :477-480.
  153. LUCK, JM; 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, 53 :551-564.
  154. 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, 1 :435-461.
  155. R. Blümel and U. Smilansky. Excitation and Ionization of high n H-Atoms by monochromatic and Bichromatic microwave fields. “The structure of small molecusles and ions”, Proc. International Workshop in Memory of Prof. Itzhak Plesser, eds. R. Naaman and Z. Vager.Plenum Press 319 (1988).

  156. BLUMEL, R; SMILANSKY, U (1987). MICROWAVE IONIZATION OF HIGHLY EXCITED HYDROGEN-ATOMS.  Zeitschrift Fur Physik D-Atoms Molecules And Clusters. 1987, 6 :83-105.
  157. R. Blümel and U.Smilansky. On the localization of Floquet states in the RF excitation of Rydberg atoms. Phys. Rev. Lett. 58, 2531 (1987).

  158. R. Blümel and U.Smilansky. Microwave ionization of hydrogen atoms below the classical chaos border. Physica 35, 15 (1987).

  159. BLUMEL, R; FISHMAN, S; SMILANSKY, U (1986). EXCITATION OF MOLECULAR ROTATION BY PERIODIC MICROWAVE PULSES - A TESTING GROUND FOR ANDERSON LOCALIZATION.  Journal Of Chemical Physics. 1986, 84 :2604-2614.
  160. U. Smilansky. The path integral formulation of the semi-classical approximation to nuclear reactions between heavy ions. Proc. Int. School of Physics “Enrico Fermi” on Nuclear Structure and Heavy Ion Dynamics. Eds. Moretto, L. and Ricci, R.A. North-Holland: 171 (1986).

  161. 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.
  162. BLUMEL, R; SMILANSKY, U (1985). IONIZATION OF SURFACE-STATE ELECTRONS BY MICROWAVE FIELDS - QUANTUM TREATMENT.  Physical Review A. 1985, 32 :1900-1902.
  163. JACOBS, P; SMILANSKY, U (1985). ALIGNMENT EFFECTS IN SUBBARRIER FUSION REACTIONS.  Nuclear Physics A. 1985, 438 :536-546.
  164. JACOBS, P; SMILANSKY, U (1985). POLARIZATION IN SUB-BARRIER FUSION REACTIONS.  Lecture Notes In Physics. 1985, 219 :319-322.
  165. S. Levit and U. Smilansky. The path integral formulation of the semi-classical approx. and its application to nuclear reactions between heavy ions. Lecture notes, Winter College of Fundamental Nuclear Physics, Trieste, Italy. Singapore, World Scientific: 1, 302 (1985).

  166. J. Tserruya, P. Jacobs, A. Breskin, R. Chechik, Z. Fraenkel, S. Lantzmann, U. Smilansky and
    N. Zwang. Sub-barrier fusion of O + Sn using a new detection system. Ibid p. 325.

  167. P. Jacobs and U. Smilansky. Polarization in sub-barrier fusion. Proc. Int. Conf. on Sub-Barrier Fusion Reactions. M.I.T. 1984. Lecture Notes in Phys. 219, 319 (1985), Springer Verlag.

  168. 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, 103 :353-356.
  169. BLUMEL, R; SMILANSKY, U (1984). QUANTUM-MECHANICAL SUPPRESSION OF CLASSICAL STOCHASTICITY IN THE DYNAMICS OF PERIODICALLY PERTURBED SURFACE-STATE ELECTRONS.  Physical Review Letters. 1984, 52 :137-140.
  170. BLUMEL, 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 :1040-1051.
  171. BRINK, DM; SMILANSKY, U (1983). MULTIPLE REFLECTIONS IN THE PATH-INTEGRAL APPROACH TO BARRIER PENETRATION.  Nuclear Physics A. 1983, 405 :301-312.
  172. JACOBS, PM; SMILANSKY, U (1983). COMMENTS ON THE DESCRIPTION OF SUB-BARRIER FUSION IN TERMS OF DISSIPATIVE TUNNELLING.  Physics Letters B. 1983, 127 :313-316.
  173. GROSS, DHE; MOHRING, K; MUKAMEL, S; SMILANSKY, U; SOBEL, MI (1982). THE INTERPLAY BETWEEN COHERENT AND STOCHASTIC EFFECTS IN DEEPLY INELASTIC-COLLISIONS OF HEAVY-IONS .2. FLUCTUATIONS IN THE COLLECTIVE DYNAMICS.  Nuclear Physics A. 1982, 378 :375-396.
  174. 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, 389 :56-68.
  175. GAMLIEL, D; MUKAMEL, S; SMILANSKY, U; GROSS, DHE; MOHRING, K (1982). COMMENTS ON SOME REDUCED DESCRIPTIONS OF COHERENT AND INCOHERENT DYNAMICS OF MULTILEVEL SYSTEMS.  Journal Of Chemical Physics. 1982, 76 :5493-5496.
  176. U. Smilansky, S. Mukamel, D.H. Gross and K. Móhring. On the transition from the coherent to the statistical phase in deep inelastic collision. Invited talk presented by U. Smilansky at the Workshop on Nuclear Physics. Contemporary Research topics in Nuclear Physics, Eds. D.H. Feng, M. Vallieres, M.W. Guidry and L.L. Riedinger. Plenum: 121 (1982).

  177. MOHRING, K; SMILANSKY, U (1981). SEMI-CLASSICAL EVALUATION OF INCLUSIVE TRANSITION-PROBABILITIES.  Journal Of Chemical Physics. 1981, 74 :4509-4518.
  178. MUKAMEL, S; SMILANSKY, U; GROSS, DHE; MOHRING, K; SOBEL, MI (1981). THE INTERPLAY BETWEEN COHERENT AND STOCHASTIC EFFECTS IN DEEPLY INELASTIC-COLLISIONS OF HEAVY-IONS .1. THE SELF-CONSISTENT MEAN-FIELD APPROXIMATION.  Nuclear Physics A. 1981, 366 :339-364.
  179. MOHRING, K; LEVIT, S; SMILANSKY, U (1980). ON THE SEMI-CLASSICAL GREEN-FUNCTION IN THE ENERGY-REPRESENTATION.  Annals Of Physics. 1980, 127 :198-219.
  180. MOHRING, K; SMILANSKY, U (1980). A SEMI-CLASSICAL TREATMENT OF DISSIPATIVE PROCESSES BASED ON FEYNMAN INFLUENCE FUNCTIONAL METHOD.  Nuclear Physics A. 1980, 338 :227-268.
  181. STOKSTAD, RG; EISEN, Y; KAPLANIS, S; PELTE, D; SMILANSKY, U; TSERRUYA, I (1980). FUSION OF O-16+SM-148,SM-150,SM-152,SM-154 AT SUB-BARRIER ENERGIES.  Physical Review C. 1980, 21 :2427-2435.
  182. LEVIT, S; SMILANSKY, U (1979). UNIFORM SEMICLASSICAL APPROACH TO THE COULOMB FISSION PROBLEM.  Nuclear Physics A. 1979, 315 :205-232.
  183. PELTE, D; SMILANSKY, U (1979). DYNAMICAL PROPERTIES OF HEAVY-ION REACTIONS DEDUCED FROM COUPLED-CHANNELS CALCULATIONS.  Physical Review C. 1979, 19 :2196-2205.
  184. BECHARA, MJ; DIETZSCH, O; SAMUEL, M; SMILANSKY, U (1978). REORIENTATION EFFECT MEASUREMENTS IN TE-122 AND TE-128.  Physical Review C. 1978, 17 :628-633.
  185. LEVIT, S; MOHRING, K; SMILANSKY, U; DREYFUS, T (1978). FOCAL POINTS AND PHASE OF SEMI-CLASSICAL PROPAGATOR.  Annals Of Physics. 1978, 114 :223-242.
  186. STOKSTAD, RG; EISEN, Y; KAPLANIS, S; PELTE, D; SMILANSKY, U; TSERRUYA, I (1978). EFFECT OF NUCLEAR DEFORMATION ON HEAVY-ION FUSION.  Physical Review Letters. 1978, 41 :465-469.
  187. H.H. Wolter, D. Melnik, U. Smilansky. Multi-channel analysis of reactions between nearly identical heavy-ion systems. Invited talk presented by H.H. Wolter at the 1978 INS Symposium of Direct Nuclear Reaction Mechanisms, Fuknoka, Japan.

  188. U. Smilansky. Multi-step processes and interference phenomena in quasi-elastic scattering of heavy ions. Invited paper. Int. Conf. on Dynamical Properties of Heavy Ion Reactions, South Africa, 1978. S. African J. Phys. 1, 209, (1978).

  189. H. Hubel, U. Smilansky, R.M. Diamond, F.S. Stephens and B. Herskind.
    Average lifetimes of collective transitions in the spin-50 region. Phys. Rev. Lett. 41, 791
    (1978).

  190. KALINSKY, D; MELNIK, D; SMILANSKY, U; TRAUTNER, N; WEISROSE, S (1977). ALPHA-TRANSFER REACTIONS BETWEEN OXYGEN ISOTOPES.  Nuclear Physics A. 1977, 293 :509-517.
  191. LEVIT, S; SMILANSKY, U (1977). HAMILTONIAN PATH INTEGRALS AND UNIFORM SEMICLASSICAL APPROXIMATIONS FOR PROPAGATOR.  Annals Of Physics. 1977, 108 :165-197.
  192. LEVIT, S; SMILANSKY, U (1977). NEW APPROACH TO GAUSSIAN PATH INTEGRALS AND EVALUATION OF SEMICLASSICAL PROPAGATOR.  Annals Of Physics. 1977, 103 :198-207.
  193. LEVIT, S; SMILANSKY, U (1977). THEOREM ON INFINITE PRODUCTS OF EIGENVALUES OF STURM-LIOUVILLE TYPE OPERATORS.  Proceedings Of The American Mathematical Society. 1977, 65 :299-302.
  194. SAMUEL, M; SMILANSKY, U; WATSON, BA; EISEN, Y (1977). MEASUREMENT OF NUCLEAR DEFORMATION PARAMETERS FROM ELASTIC AND INELASTIC-SCATTERING OF ALPHA AND HE-3 IONS ON TE ISOTOPES.  Nuclear Physics A. 1977, 279 :210-222.
  195. KALINSKY, D; MELNIK, D; SMILANSKY, U; TRAUTNER, N; HOROWITZ, Y; MORDECHAI, S (1977). NUCLEAR-REACTIONS INDUCED BY BOMBARDMENT OF O-18 WITH O-18.  Nuclear Physics A. 1977, 289 :205-216.
  196. D. Kalinsky, D. Melnik, U. Smilansky and N. Trautner. One and two neutron transfer reactions between 17O and 18O. Proc. Int. Conf. on Nuclear Structure, Tokyo (1977). J. Phys. Soc. Japan 44, Suppl., 263 (1978).

  197. KALINSKY, D; MELNIK, D; SMILANSKY, U; TRAUTNER, N; WATSON, BA; HOROWITZ, Y; MORDECHAI, S; BAUR, G; PELTE, D (1975). NUCLEAR-REACTIONS BETWEEN OXYGEN ISOTOPES.  Nuclear Physics A. 1975, 250 :364-380.
  198. KLEINFELD, AM; LIEB, KP; WERDECKER, D; SMILANSKY, U (1975). MEASUREMENT OF QUADRUPOLE-MOMENT OF FIRST EXCITED 2+ STATE OF O-18.  Physical Review Letters. 1975, 35 :1329-1332.
  199. BRUCKNER, W; HUSAR, D; PELTE, D; TRAXEL, K; SAMUEL, M; SMILANSK.U (1974). NUCLEAR DEFORMATIONS FROM INELASTIC ALPHA-SCATTERING ON RARE-EARTH NUCLEI AT ENERGIES NEAR COULOMB BARRIER.  Nuclear Physics A. 1974, A231 :159-175.
  200. LEVIT, S; SMILANSK.U; PELTE, D (1974). NEW SEMICLASSICAL THEORY FOR MULTIPLE COULOMB-EXCITATION.  Physics Letters B. 1974, B 53 :39-44.
  201. EISEN, Y; ABRAMSON, E; ENGLER, G; SAMUEL, M; SMILANSKY, U; VAGER, Z (1974). ELASTIC-SCATTERING OF HE-3 AND HE-4 AT INCIDENT ENERGIES NEAR COULOMB BARRIER.  Nuclear Physics A. 1974, A236 :327-339.
  202. ALDER, K; ROESEL, F; SMILANSK.U (1973). DEVIATIONS FROM RUTHERFORD SCATTERING DUE TO GROUND-STATE QUADRUPOLE-MOMENT.  Annals Of Physics. 1973, 78 :518-534.
  203. Bruckner, W; Merdinger, JG; 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 :57.
  204. Pelte, D; 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.
  205. Proc. of the Minerva Symposium on Physics, Rehovot, 1973. Eds. U. Smilansky, I. Talmi and H.A. Weidenmuller. Lecture Notes in Physics 23, Springer Verlag.

  206. D. Pelte and U. Smilansky. Determination of nuclear deformations from inelastic scattering near and above the Coulomb barrier. Proc. Minerva Conf. (1973), Lecture Notes in Physics 23, Springer Verlag, Berlin (1973), p. 150. Eds. U. Smilansky, I. Talmi and H.A. Weidenmuller.

  207. Smilansky, U; Povh, B; Traxel, K (1972). The role of the α+t channel in the Coulomb excitation of the 12− state in 7Li.  Physics Letters B. 1972, 38 :293-297.
  208. Berant, Z; Eisenstein, RA; Horowitz, Y; Smilansky, U; Tandon PN; , Greenberg, J; Kleinfeld, JS; Maggi, HG (1972). The reorientation effect in 110Cd and 114Cd.  Nuclear Physics A. 1972, 196 :312-336.
  209. Eisen, Y; Eisenstein, RA; 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, 195 :513-526.
  210. Bamberger, A; Jansen, G; Povh, B; Schwalm, D; Smilansky, U (1972). Coulomb excitation of the 12− state in 7Li.  Nuclear Physics A. 1972, 194 :193-204.
  211. Berant, Z; Eisenstein, RA; Greenberg, J; Horowitz, Y; Smilansky, U; Tandon, PN; Kleinfeld AM; Maggi, H (1971). Investigation of the Reorientation Effect in Cd110 and Cd114.  Physical Review Letters. 1971, 27 :110.
  212. Samuel, M; Smilansky U (1971). Calculation of electric quadrupole radial matrix elements for Coulomb excitation.  Computer Physics Communications. 1971, 2 :455-469.
  213. U. Smilansky. The quadrupole moment of 114Cd; A test case for the reorientation effect. Proc. Int. Conf. on Hyperfine Interactions detected by Nuclear Radiation (1970). Rehovot and Jerusalem, Gordon and Breach (1971), p. 1091.

  214. 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.
  215. Eisenstein, RA; Smilansky, U (1970). Measurement of ground state quadrupole moments using simultaneous excitation of target and projectile.  Physics Letters B. 1970, 31 :436-438.
  216. Simpson, JJ; Smilansky, U; Ashery D (1969). Coulomb excitation and the reorientation effect in 70Ge and 76Ge.  Nuclear Physics A. 1969, 138 :529-544.
  217. Smilansky, U (1969). The quantum mechanical effects on gamma angular correlations following multiple Coulomb excitation.  Physics Letters B. 1969, 29 :15-17.
  218. 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.
  219. U. Smilansky. The reorientation effect in multiple Coulomb excitation. Proc. Int. Conf. on Nuclear Reactions Induced by Heavy Ions (Heidelberg 1969), North-Holland: 392 (1969).

  220. Simpson, JJ; Smilansky, U; Wurm, JP (1968). The reorientation effect in 114Cd.  Physics Letters B. 1968, 27 :633-635.
  221. Smilansky, U (1968). Elastic scattering of charged particles from polarized quadrupole moments.  Nuclear Physics A. 1968, 118 :529-537.
  222. Samuel, M; Smilansky, U (1968). Coulomb excitation near the coulomb barrier.  Physics Letters B. 1968, 28 :318-320.
  223. Simpson, JJ; Smilansky, U (1968). A correction to some experiments to measure the reorientation effect.  Physics Letters B. 1968, 26 :581-582.
  224. Smilansky, U (1968). Quantal effects in multiple Coulomb excitation.  Nuclear Physics A. 1968, 112 :185-194.
  225. Smilansky, U (1967). Quantum mechanical effects in multiple coulomb excitation.  Physics Letters. 1967, 25 :385-387.
  226. Smilansky, U (1965). Calculations of Coulomb Excitation Probabilities by Heavy Ions.  Weizmann Institute Report. 1965, .
  227. Goldring, G; Smilansky, U (1965). The quadrupole moment of the 2+ state at 122 keV in Sm152.  Physics Letters. 1965, 16 :151-153.
  228. 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 :231-234.