[next] [prev] [prev-tail] [tail] [up]

Publications

Prof. Dr. phil. Peter Kramer,
Institut für Theoretische Physik der Universität,
Auf der Morgenstelle 14, 72076 Tübingen
Germany

Monographs.

Book editions.

Publications.

  1. Drei-Alpha-Zerfall von C12*(16, 11MeV )
    P Kramer
    Z. Naturforsch. 16 a (1961) 1245
  2. Evidence for three alpha particle break-up of C12*(16.11MeV )
    D Dehnhard D Kamke and P Kramer
    in: Proc. Rutherford Jub. Int. Conf. Manchester 1961
  3. Energieverlust und Reichweite von α-Teilchen in Bor im Energiebereich von 0.2 bis 5.3 MeV
    P Kramer and D Kamke
    Z. Physik 168 (1962) 465
  4. Verallgemeinerte Dalitz-Diagramme in der Niederenergie-Kernphysik
    D Dehnhard D Kamke and P Kramer
    Phys. Lett. 3 (1962) 52
  5. Symmetrieangepasste Funktionen fuer ein System aus drei Teilchen verschiedener Masse
    P Kramer
    Z. Naturforsch. 18 a (1963) 260
  6. Bemerkung zu der Arbeit: Desintegration (α - Be8) du Niveau 16.11 MeV 2+ du C12, Phys. Lett. 9 (1964) 171
    D Dehnhard D Kamke and P Kramer
    Phys. Lett. 12 (1964) 113
  7. Der Zerfall von Kohlenstoff 12 in drei α-Teilchen bei der Kernreaktion B11(p,α)2α
    D Dehnhard D Kamke and P Kramer
    Annalen der Physik 14 (1964) 201-220
  8. Eine Reaktionskammer zur Messung komplexer Kernreaktionen
    D Dehnhard and P. Kramer
    Nucl. Instr. Meth. 26 (1964) 337
  9. Symmetriegruppen eines einfachen Dreiteilchensystems
    P Kramer
    Annalen der Physik 15 (1965) 278
  10. Angular momenta and Pauli principle in nuclear reactions a + A → C* → b 1 + b2 + b3
    P Kramer
    Rev. Mod. Phys. 37 (1965) 346
  11. Group theory of harmonic oscillators (III). States with permutational symmetry
    P Kramer and M Moshinsky
    Nucl. Phys. 82 (1966) 241-273
  12. U3 symmetry and clustering in the harmonic oscillator shell model
    P Kramer
    Phys. Lett. 21 (1966) 182-184
  13. Factorization of projection operators for the symmetric group
    P Kramer
    Z. Naturforsch. 21 a (1966) 657
  14. Energy levels of the four nucleon system
    P Kramer and M Moshinsky
    Phys. Lett. 23 (1966) 547
  15. Irreducible representations of the semi-direct product group Kn = An : Sn and the harmonic oscillator shell model
    P Kramer
    J. Math. Phys. 9 (1968) 639
  16. Group theory of harmonic oscillators and nuclear structure
    P Kramer and M Moshinsky
    in: Group Theory and its Application, Ed. E M Loebl, 340-468, Academic Press, New York 1968
  17. Group theory of harmonic oscillators (IV). Dynamics of the 2, 3, and 4 particle systems
    P Kramer and M Moshinsky
    Nucl. Phys. A 107 (1968) 481-522
  18. Orbital fractional parentage coefficients for the harmonic oscillator shell model
    P Kramer
    Z. Physik 205 (1967) 181
  19. Studies in the nuclear cluster model (I). Matrix elements in the supermultiplet scheme
    P Kramer and T H Seligman
    Nucl. Phys. A 123 (1969) 161
  20. Studies in the nuclear cluster model (II). Two-cluster configurations
    P Kramer and T H Seligman
    Nucl. Phys. A 136 (1969) 545
  21. Recoupling coefficients of the symmetric group for shell and cluster model configurations
    P Kramer
    Z. Phys. 216 (1968) 68
  22. Group theory of harmonic oscillators (V). The harmonic oscillator shell model
    P Kramer and M Moshinsky
    Nucl. Phys. A 215 (1969) 321
  23. Origin of Regge symmetry for Wigner coefficients of SU(2)
    P Kramer and T H Seligman
    Z. Physik 219 (1969) 105
  24. Harmonic-oscillator states and the α-particle II. Configuration-space states of arbitrary symmetry
    V C Aguilera-Navarro P Kramer and M Moshinsky
    Ann. of Physics (N.Y.) 54 (1969) 379
  25. Group theory and the supermultiplet scheme
    P Kramer
    in: Clustering Phenomena in Nuclei, IAEA, Vienna 1969
  26. On general transformation brackets for harmonic oscillator states
    P Kramer
    Rev. Mexicana de Fisica 19 (1970) 241-252
  27. Permutation group in light nuclei
    P Kramer
    in: Proc. XV Solvay Congress on Symmetry Properties of Nuclei, Brussels 1970, 211-229, Gordon and Breach, New York 1974
  28. Studies in the nuclear cluster model (III). k-cluster configurations
    P Kramer and T H Seligman
    Nucl. Phys. A 186 (1972) 49
  29. Oscillator fractional parentage and supermultiplet expansion for states of light nuclei
    P Kramer and D Schenzle
    Nucl. Phys. A 204 (1973) 593
  30. Supermultiplet expansion and effective interactions in the nuclear p-shell
    G John and P Kramer
    Nucl. Phys. A 204 (1973) 203
  31. Cluster representations and rotational states
    J Beam P Kramer and K Wildermuth
    Particles and Nuclei 5 (1973) 145
  32. Some applications of canonical transformations in Bargmann Hilbert space
    P Kramer and D Schenzle
    Rev. Mexicana de Fisica 22 (1973) 25
  33. Complex extension of canonical transformations and quantum mechanics
    P Kramer M Moshinsky and T H Seligman
    in: Group Theory and its Applications vol. 3, Ed. E M Loebl, 250-332 Academic Press, New York 1975
  34. Symmetries of cluster configurations
    P Kramer
    in: Clustering Phenomena in Nuclei II, Proc. Second Int. Conf., Maryland 1975
  35. Finite representations of the unitary group and their applications in many-body physics
    P Kramer
    in: Group Theor. Meth. in Physics, Ed. R T Sharp, New York 1977
  36. Composite particles and symplectic (semi-)groups
    P Kramer
    in: Group Theor. Meth. in Physics, Eds. P Kramer and A Rieckers,
    Lecture Notes in Physics 79, Springer, Berlin 1978
  37. Nonbijective canonical transformations and their representation in quantum mechanics
    P Kramer M Moshinsky and T H Seligman
    J. Math. Phys. 19 (1978) 683
  38. Semigroups of length increasing transformations
    M Brunet and P Kramer
    Rep. Math. Phys. 16 (1979) 9
  39. Complex extension of the representation of the symplectic group associated with the canonical commutation relations
    M Brunet and P Kramer
    Rep. Math. Phys. 17 (1980) 205-215
  40. Group theory and the interaction of composite nucleon systems
    P Kramer
    in: Symmetries in Science, Eds. B Gruber and R S Millman, Plenum, New York 1980, 177-188
  41. Symplectic structures in nuclear many-body systems
    P Kramer and M Saraceno
    in: Proc. Seminar Group Theor. Meth. in Physics, Ed. V I Manko, Moscow 1980
  42. Geometry of the time-dependent variational principle in quantum mechanics
    P Kramer and M Saraceno
    in: Proc. IX Int. Coll. Group Theor. Meth. in Physics, Ed. K B Wolf, Lecture Notes in Physics 135, Springer, Berlin 1980
  43. Collective motion, composite particle structure, and symplectic groups in nuclei
    P Kramer and Z Papadopolos
    in: Proc. IX Int. Coll. Group Theor. Meth. in Physics, Ed. K B Wolf, Lecture Notes in Physics 135, Springer, Berlin 1980
  44. Effects of the Pauli principle for nucleons in a classical phase space
    B Boll and P Kramer
    Physica 114 A (1982) 463
  45. The Pauli principle for two particles in a dequantization scheme based on coherent states
    B Boll and P Kramer
    Z. Naturforsch. 38 a (1983) 1049-1053
  46. Orbits in phase space under the direct product of the collective and intrinsic group U(3) × U(n)
    P Kramer and Z Papadopolos
    Physica 114 A (1982) 309
  47. Semi-coherent states and the group ISp(2,R)
    P Kramer and M Saraceno
    Physica 114 A (1982) 448
  48. The unitary group U(3) in nuclear composite particle reactions
    R Bader and P Kramer
    Physica 114 A (1982) 306
  49. Symmetriestrukturen der Physik
    P Kramer
    Die Naturwissenschaften 69 (1982) 114-122
  50. Non-periodic central space filling with icosahedral symmetry using copies of seven elementary cells
    P Kramer
    Acta Cryst. A 38 (1982) 257-264
  51. On the theory of collective motion in nuclei I. Classical theory
    P Kramer
    Ann. Phys.(N.Y.) 141 (1982) 254
  52. On the theory of collective motion in nuclei II. Quantum theory
    P Kramer
    Ann. Phys.(N.Y.) 141 (1982) 269
  53. On the theory of collective motion in nuclei III. From Hamiltonian dynamics to vortex-free fluidity
    P Kramer Z Papadopolos and W Schweizer
    Ann. Phys. (N.Y.) 149 (1983) 44-57
  54. Time-dependent variational description of α - α scattering
    M Saraceno P Kramer and F Fernandez
    Nucl. Phys. A 405 (1983) 88-108
  55. A geometric classical model of collective motion in nuclei
    P Kramer Z Papadopolos and P Kramer
    Nucl. Phys. A 431 (1984) 75-89
  56. On periodic and non-periodic space fillings of Em obtained by projection
    P Kramer and R Neri
    Acta Cryst. A 40 (1984) 580-587
  57. Geometric properties of the lowest energy state for a polynomial Hamiltonian
    W Schweizer and P Kramer
    in: Proc. XII Int. Coll. Group Theor. Meth. in Physics, Trieste 1984, Lecture Notes in Physics 201, Eds. H Araki et al., 508-510, Berlin 1984
  58. Is it possible to separate the kinetic energy and the velocity field into a collective and an intrinsic part w.r.t. the Gl+(3,R) collectivity?
    Z Papadopolos and P Kramer
    in: Proc. XII Int. Coll. Group Theor. Meth. in Physics, Trieste 1984, Lecture Notes in Physics 201, Eds. H Araki et al., 368-370, Berlin 1984
  59. Moment maps, symplectic manifolds, coherent states applied to nuclear collective motion
    P Kramer
    J. de Phys. Suppl. au no.6 (1984) 79-86
  60. The lowest energy state for a polynomial Hamiltonian and its geometric interpretation
    W Schweizer and P Kramer
    J Phys. A 17 (1984) 3169-3182
  61. The U(3) principle causes nuclear molecular resonances
    R Bader and P Kramer
    Nucl. Phys. A 441 (1985) 174-188
  62. On the microscopic realisation of the CM(3) or MQC model for nuclear collective motion
    Z Papadopolos and P Kramer
    J Phys. A 18 (1986) 2653-2673
  63. Hilbert spaces of analytic functions and representations of the positive discrete series of Sp(6,R)
    P Kramer and Z Papadopolos
    J Phys. A 19 (1986) 1083-1092
  64. A quantum model of collective motion in nuclei and its dequantization
    P Kramer Z Papadopolos and W Schweizer
    Nucl. Phys. A 441 (1985) 461-477
  65. A class of unitary representations of the Lie group Sp(3,R), its coherent states, and its map to a symplectic realization on Sp*(3,R)
    P Kramer Z Papadopolos and W Schweizer
    J. Math. Phys. 27 (1986) 24-28
  66. Orbits and coherent states of the symplectic group and collective theory
    P Kramer Z Papadopolos and W Schweizer
    in: Phase space approach to nuclear dynamics, Ed. M di Toro et al., World Scientific, Singapore 1986
  67. Generating kernels for the boson realization of symplectic algebras
    O Castanos P Kramer and M Moshinsky
    J.Phys. A 18 (1985) 493-498
  68. Boson realization of Sp(4,R) II. The generating kernel formulation
    O Castanos P Kramer and M Moshinsky
    J. Math. Phys. 27 (1986) 924-935
  69. Nichtperiodische Kristalle mit fuenfzaehliger Symmetrie
    P Kramer
    Phys. Bl. 41 (1985) 103-104
  70. On the theory of a non-periodic quasilattice associated with the icosahedral group
    P Kramer
    Z. Naturforsch. 40 a (1985) 775-788
  71. Non-periodic quasicrystals: Theory and experiment
    P Kramer
    Proc. Int. Conf. on Group Theor. Meth. in Physics, Seoul 1985, Ed. Y M Cho, 394-397, World Scientific, Singapore 1986
  72. Some answers but more questions
    A L Mackay and P Kramer
    Nature 316 (1985) 17-18
  73. Diffraction and layer structure of a quasilattice
    P Kramer and L Kramer
    Z. Naturforsch. 40 a (1985) 1162-1163
  74. Quasilattices in E3 and their projection from lattices in En
    P Kramer
    J. de Phys. Coll. C 3 (1986) 75-81
  75. On the theory of a non-periodic quasilattice associated with the icosahedral group II
    P Kramer
    Z. Naturforsch. 41 a (1986) 897-911
  76. Grundgedanken zur Symmetrie im Werk von Johannes Kepler
    P Kramer
    in: Symmetrie in Kunst, Natur und Wissenschaft, Ausstellung Mathildenhoehe Darmstadt, Katalog Band 1, 115-127, 1986
  77. Quasikristalle
    K Urban P Kramer und M Wilkens
    Phys. Bl. 42 (1986) 373-378
  78. Continuous rotation from cubic to icosahedral order
    P Kramer
    Acta Cryst. A 43 (1987) 486-489
  79. Polyhedra of three quasilattices associated with the icosahedral group
    R W Haase L Kramer P Kramer and H Lalvani
    Acta Cryst. A 43 (1987) 574-587
  80. Group/subgroup techniques and the structure of quasicrystals
    P Kramer
    in: Proc. XV. Int. Conf. Diff. Geometric Meth. in Theor. Phys., Clausthal 1986, Eds. H D Doebner and J D Hennig, 423-437, World Scientific, Singapore 1987
  81. Dynamical symmetry in nuclear collective and reaction physics
    P Kramer
    in: Symmetries and Semiclassical Features of Nuclear Dynamics, Ed. A Raduta, 120-134, Lecture Notes in Physics 279, Springer 1987
  82. ”’Das Pentagramma macht Dir Pein?”’, Violation of periodic symmetry in quasicrystals
    P Kramer
    in: Proc. XV Int. Coll. Group Theor. Meth. in Physics, Philadelphia 1986, Ed. R Gilmore, 146-161, World Scientific, Singapore 1987
  83. Symplectic decomposition of reaction channels
    P Kramer and Z Papadopolos
    in: Proc. XV Int. Coll. Group Theor. Meth. in Physics, Philadelphia 1986, Ed. R Gilmore, 391-398, World Scientific, Singapore 1987
  84. Atomic order in quasicrystals is supported by several unit cells
    P Kramer
    Mod. Phys. Lett. B 1 (1987) 7-18
  85. Non-periodic translational order in quasicrystals with stable atomic density on several cells
    P. Kramer
    Int. J. Mod. Phys. B 1 (1987) 145-166
  86. A new approach to non-periodic order in solids
    P Kramer
    in: Proc. XVI. Int. Coll. Group Theor. Meth. in Physics, Varna 1987, Eds. H D Doebner and R D Palev, 370-376
  87. Space-group theory for a non-periodic icosahedral quasilattice
    P Kramer
    J. Math. Phys. 29 (1988) 516-524
  88. Bravais classification of non-periodic quasilattices on the line
    P Kramer
    Mod. Phys. Lett. B 2 (1988) 605-611
  89. From quasicrystals to crystals: an illustrative example
    P Kramer and U Thomas
    Int. J. Mod. Phys. B 2 (1988) 273-286
  90. Quasicrystals: from periodic to non-periodic order in solids
    P Kramer
    in: Fractals, Quasicrystals, Chaos, Knots and Algebraic Quantum Mechanics, Eds. A Amann et al., 73-91, Kluwer, Dordrecht 1988
  91. Group theory of icosahedral quasicrystals
    P Kramer and R W Haase
    in: Aperiodic Crystals vol. 2, Ed. M Jaric, 81-146, Academic Press, New York 1988
  92. What are the cells of a quasicrystal?
    P Kramer
    in: Quasicrystalline Materials, Proc. Ill/CODEST Workshop Grenoble 1988, Eds. Ch Janot and J M Dubois, 246-271, World Scientific, Singapore 1988
  93. N-dimensional crystallography applied to quasicrystals
    P Kramer
    Z. f. Kristallographie 185 (1988) 90
  94. The Fibonacci quasicrystal reconsidered: variety of energy spectra for continuous Schroedinger equations with simple potentials
    U Thomas and P Kramer
    Int. J. Mod. Phys. B 8 (1989) 1205-1235
  95. On the cell structure for non-periodic long-range order in solids
    P Kramer
    in: Quasicrystals and Incommensurate Structures in Condensed Matter, Eds. J M Yacaman et al., 20-49, World Scientific, Singapore 1990
  96. The vertices of the ideal 3D icosahedral quasicrystal
    M Baake S I Ben-Abraham P Kramer and M Schlottmann
    in: Quasicrystals and Incommensurate Structures in Condensed Matter, Eds. J M Yacaman et al., 85-95, World Scientific, Singapore 1990
  97. Dualization of Voronoi domains and klotz construction: a general method for the generation of proper space filling
    P Kramer and M Schlottmann
    J. Phys. A 22 (1989) L1097-L1102
  98. Structure factors for icosahedral quasicrystals
    P Kramer and D Zeidler
    Acta Cryst. A 45 (1989) 524-533
  99. The triangle pattern - a new quasiperiodic tiling with fivefold symmetry
    M Baake P Kramer M Schlottmann and D Zeidler
    Mod. Phys. Lett. B 4 (1990) 249-258
  100. Planar patterns with fivefold symmetry as sections of periodic structures in 4-space
    M Baake P Kramer M Schlottmann and D Zeidler
    Int. J. Mod. Phys. B 4 (1990) 2217-68
    condensed version in: Quasicrystals, Networks, and Molecules of Fivefold Symmetry, Ed. I. Hargittai, 127-157, VCH Publishers, Weinheim 1990
  101. Root lattices and quasicrystals
    M Baake D Joseph P Kramer and M Schlottmann
    J. Phys. A 23 (1990) L1037-41
  102. Makroskopische Quasikristalle
    H R Trebin und P Kramer
    Phys. Bl. 46 (1990) 18-19
  103. Group theory for non-periodic long-range order in quasicrystals
    P Kramer
    in: Symmetries in Science III, Eds. B Gruber and F Iachello, 225-241, Plenum, New York 1990
  104. Theoretical aspects of non-periodic order in quasicrystals
    P Kramer
    in: Disordered Systems and New Materials, Eds. M Borissov N Kirov and A Vavrek, 323-336, World Scientific, Singapore 1989
  105. Symmetries of icosahedral quasicrystals
    P Kramer Z Papadopolos and D Zeidler
    in: Symmetries in Science V: Algebraic Structures, their Representations, Realizations and Physical Application, Ed. B Gruber LC Biedenharn and H D Doebner, 395-427, Plenum 1991
  106. Quasicrystals
    P Guyot P Kramer and M de Boissieu
    Reports on Progress in Physics 54 (1991) 1373-1425
  107. The root lattice D6 and icosahedral quasicrystals
    P Kramer Z Papadopolos and D Zeidler
    in: Group Theory in Physics, AIP Conf. Proc. 266, Eds. A Frank, T H Seligman and K B Wolf, 179-200, New York 1992
  108. The Schur rotation as a simple approach to the transition between quasiperiodic and periodic phases
    M Baake D Joseph and P Kramer
    J. Phys. A 24 (1991) L961-
  109. On the relation between decagonal and icosahedral quasicrystals
    A Knupfer and P Kramer
    Mod. Phys. Lett. B 5 (1991) 1543-51
  110. Studies on the cell structure of quasicrystals
    P Kramer
    Phase Trans. 44 (1993) 195-206
  111. Transitions between quasiperiodic and periodic phases by one-parameter Schur rotations
    M Baake D Joseph and P Kramer
    in: Crystal-Quasicrystal Transitions, Eds. M Torres and M J Yacaman, Elsevier 1993, 173-191
  112. Electronic states of the continuous Schrödinger equation for the Fibonacci chain
    D Joseph M Baake and P Kramer
    J. Non-Cryst. Solids 153,154 (1993) 394-7
  113. Regular and defective vertex configurations in icosahedral structures
    S I Ben-Abraham M Baake A Joseph P Kramer and M Schlottmann
    J. Non-Cryst. Solids 153,154 (1993) 132-6
  114. Schur rotations, transitions between quasiperiodic and periodic phases, and rational approximants
    P Kramer M Baake and D Joseph
    J. Non-Cryst. Solids 153,154 (1993) 650-3
  115. The F-type icosahedral phase: tilings and vertex models
    Z Papadopolos P Kramer and D Zeidler
    J. Non-Cryst. Solids 153,154 (1993) 215-20
  116. Periodic clustering in the spectrum of quasiperiodic Kronig-Penney models
    M Baake D Joseph and P Kramer
    Phys. Lett. A 186 (1992) 199-208
  117. Algebraic structures for 1D quasiperiodic systems
    P Kramer
    J. Phys. A26 (1993) 213-228
  118. Non-commutative crystallography applied to quasicrystals
    P Kramer
    Anales de Fisica, Monografias, vol. 2, 370-3, M. A. del Olmo, M. Santander, Eds., CIEMAT/RSEF, Madrid 1993
  119. Non-commutative models for ADE root lattices
    J Garcia-Escudero and P Kramer
    Anales de Fisica, Monografias, vol. 1, 339-42, M. A. del Olmo, M. Santander, Eds., CIEMAT/RSEF, Madrid 1993
  120. Free groups, their automorphism groups, applications
    P Kramer
    in: Symmetries in Science VI, Eds. B. Gruber, H.D. Doebner, F. Iachello, Plenum 1993, 415-430
  121. Fricke-Klein geometry for the group Sl(2,C)
    P Kramer
    J. Phys. Lett. A26 (1993) L245-L250
  122. Modelling of quasicrystals
    P Kramer
    Physica Scripta T49 (1993) 343-348
  123. An interpretation of 2D quasiperiodic patterns in terms of automorphisms of free groups
    J Garcia-Escudero and P Kramer
    J. Phys. Lett. A26 (1993) L1029-L1035
  124. The Mosseri-Sadoc tilings derived from the root lattice D6
    P Kramer and Z Papadopolos
    Canad. J. Phys. 72 (1993) to appear
  125. Substitutional sequences for 2D quasiperiodic patterns
    J Garcia-Escudero and P Kramer
    Proc. Third Int. Wigner Symp., Oxford (1993)
  126. Automorphisms of free groups and quasicrystals
    P Kramer and J Garcia-Escudero
    Proc. Third Int. Wigner Symp., Oxford (1993)
  127. From the weight lattice D6R to quasiperiodic tilings
    Z Papadopolos M Baake R Klitzing and P. Kramer
    Proc. Third Int. Wigner Symp., Oxford (1993)
  128. Involutive generators and actions for the group Φ2
    P Kramer
    J. Phys. A27 (1994) 2011-22
  129. Classification of local configurations in quasicrystals
    M Baake S I Ben-Abraham R Klitzing P Kramer and M Schlottmann
    Acta Cryst. A50 (1994) 553-66
  130. Diffusion in 2D Quasi-Crystals
    D Joseph M Baake P Kramer and H R Trebin
    Europhys. Lett. 27 (1994) 451-456
  131. Projection of the Danzer tilings
    P Kramer Z Papadopolos M Schlottmann and D Zeidler
    J. Phys.A27 (1994) 4505-4517
  132. Non-Commutative Models for Quasicrystals
    P Kramer and J Garcia-Escudero
    in: Beyond Quasicrystals, Eds. F. Axel and D. Gratias, Springer, Berlin 1995, p. 55-73
  133. Atomic Clusters and Electrons in the Burkov Model of AlCuCo
    P Kramer A Quandt M Schlottmann and T Schneider
    Phys. Rev. B51 (1995) 8815
  134. Generators and subgroups for Aut(F3)
    P Kramer
    J. Phys. A28 (1995) 379-389
  135. Geometry of automorphisms for free groups
    P Kramer
    in: Symmetries in Science VIII, Ed. B. Gruber, Plenum Press, New York 1995
  136. Non-Euclidean crystallography
    M Lorente and P Kramer
    in: Symmetries in Science VIII, Ed. B. Gruber, Plenum Press, New York 1995, 315-329
  137. Phonon-spectrum of an F-type icosahedral quasicrystal
    H Simon, M Baake and P Kramer
    Z. Physik B (1995) 509-512
  138. Models of icosahedral quasicrystals from 6D lattices
    Z Papadopolos and P Kramer
    in: Aperiodic 94, Proc. Int. Conf. Aperiodic Crystals, Eds. G. Chapuis and W Paciorek, World Scientific, Singapore 1995, p. 70-76
  139. Dynamical properties of F-type icosahedral tilings
    H Simon, M Baake and P. Kramer
    in: Aperiodic 94, Proc. Int. Conf. Aperiodic Crystals, Eds. G. Chapuis and W Paciorek, World Scientific, Singapore 1995, p. 174-7
  140. Local electronic properties of the Burkov model
    P Kramer, A Quandt, M Schlottmann and T Schneider
    in: Aperiodic 94, Proc. Int. Conf. Aperiodic Crystals, Eds. G. Chapuis and W Paciorek, World Scientific, Singapore 1995, p. 207-211
  141. Fibonacci orbits and SU(2) dynamics
    H Wagner and P Kramer
    J. Phys. A28 (1995) 2563–2580
  142. Decomposition of plane waves into irreducible representations of space groups
    H Teuscher and P Kramer
    Z. Naturf. 50 (1995) 1001-1007
  143. Generation of 3D icosahedral quasicrystals by matching phases in physical space
    C Hohneker, P Kramer, Z Papadopolos and R V Moody
    in: Proc. 5th Int. Conf. Quasicrystals, Avignon 1995, Eds. Ch. Janot and R. Mosseri, World Scientific, Singapore 1995, p. 112-115
  144. Non-commutative geometry for quasicrystals
    P Kramer
    in: Aperiodic 94, Proc. Int. Conf. Aperiodic Crystals, Eds. G. Chapuis and W. Paciorek, World Scientific, Singapore 1995, p. 59-69
  145. Space groups on the quantum torus
    P Kramer
    J. Phys. A28 (1995) 6405-15
  146. Break-down of translational symmetry in quasicrystals
    P Kramer
    in: Proc. Int. Conf. Quasicrystals, Avignon 1995, Eds. Ch. Janot and R. Mosseri, World Scientific, Singapore 1996, p. 39-42
  147. Simulation of Mößbauer absorption spectra for decagonal AlCuCo
    A Quandt, P Kramer and T Schneider
    in: Proc. 5th Int. Conf. Quasicrystals, Avignon 1995, Eds. Ch. Janot and R. Mosseri, World Scientific, Singapore 1995, p. 212-215
  148. Defective vertices in perfect icosahedral quasicrystals
    M Baake, S I Ben-Abraham, D Joseph, P Kramer and M Schlottmann
    Acta Cryst. A51 (1995) 587-8
  149. Quasikristalle - ungew”ohnliche Physik in hochgeordneten Strukturen
    P Kramer
    Phys. Bl. 51 (1995) 954-5
  150. Symmetry concepts for quasicrystals and noncommutative crystallography
    P Kramer and Z Papadopolos
    Proc. ASI Aperiodic Long Range Order, Waterloo 1995, Ed. R.V. Moody, Kluwer, New York 1995, p. 307-330
  151. Atomic clusters and electrons in the Burkov model of AlCuCo
    P Kramer, A Quandt, M Schlottmann and T Schneider
    Phys. Rev.B 51 (1995) 8815-29
  152. Local electronic properties of the Burkov model
    in: Aperiodic ‘94, Eds. G Chapuis and W Paciorek, World Scientific, Singapore 1995, p. 207-211
  153. Dynamical properties of F-type icosahedral tilings
    H Simon, M Baake, and P Kramer
    in: Aperiodic ‘94, Eds. G Chapuis and W Paciorek, World Scientific, Singapore 1995, p. 25-29
  154. Simulation of Mössbauer absorption spectra for decagonal AlCuCo
    P Kramer, A Quandt, Th Schneider and H Teuscher
    Phys. Rev. B 55(1997) 8793-8800
  155. Tubular structure in α-rhombohedral quasicrystals: ab initio study of two fused boron icosahedra
    L Boustani, A Quandt und P Kramer
    Europhys. Lett. 36 (1996) 583-588
  156. Generation of 3D icosahedral quasicrystals by matching phases in physical space
    C Hohneker, P Kramer, Z Papadopolos and R V Moody
    in: Proc. 5th Int. Conf. Quasicrystals, Eds. C. Janot and R. Mosseri, World Scientific, Singapore 1995, p. 112-115
  157. Canonical icosahedral quasilattices for the F-phase generated by coherent phases in physical space
    C Hohneker, P Kramer, Z Papadopolos and R V Moody
    J Phys A 30(1997) 6493-6507
  158. Non-Euclidean crystallography
    M Lorente and P Kramer
    in: Symmetries in Science VIII, Ed. B. Gruber, Plenum, New York 1995, p. 315-329
  159. Automorphisms and discrete fiber bundles
    P Kramer, U Beck and S I Ben-Abraham
    in: Symmetries in Science IX, Ed. B. Gruber and M. Ramek, Plenum, New York 1997, p. 179-192
  160. Tiles-inflation for the canonical tiling T*(2F)
    C Hohneker, P Kramer and Z Papadopolos
    in: Phys. Appl. and Math. Aspects of Geometry, Groups and Algebras vol.2 1997, Eds. H.D. Doebner, W. Scherer and C. Schulte, World Scientific, Singapore, p. 982
  161. New generators for Aut(Fn).
    P Kramer
    in: Phys. Appl. and Math. Aspects of Geometry, Groups and Algebras vol.2 1997, Eds. H.D. Doebner, W. Scherer and C. Schulte, World Scientific, Singapore, p. 959-961
  162. Atomic Positions for the icosahedral F-phase tiling.
    Z Papadopolos, P Kramer and W Liebermeister
    in: Proc. 6th Int. Conf. Quasicrystals 1997, Eds. S. Takeuchi and T. Fujiwara, World Scientific, Singapore 1998, p. 71-76
  163. Local electronic structure of decagonal quasicrystals.
    R Haerle, P Kramer, A Quandt and H Teuscher
    in: Proc. 6th Int. Conf. Quasicrystals 1997, Eds. S. Takeuchi and T. Fujiwara, World Scientific, Singapore 1998, p. 680-83
  164. Discrete and continuous symmetry via induction and duality
    P Kramer and M Lorente
    in: Symmetries in Science X, Ed. B. Gruber, Plenum, New York 1998, p. 165-177
  165. Induced representations of the Poincare group on the lattice: Spin 1/2 and 1 case
    M Lorente and P Kramer
    in: Symmetries in Science X, Ed. B. Gruber, Plenum, New York 1998, p. 179-195
  166. Atomic positions for the icosahedral F-phase tiling
    Z Papadopolos, P Kramer and W Liebermeister
    in: Aperiodic ‘97, Eds. M. de Boissieu, J.-L. Verger-Gaugry and R. Currat, World Scientific, Singapore 1998, 173-181
  167. Local DOS and Mössbauer properties for AlCuCo.
    R Haerle, P Kramer and H Teuscher
    in: Aperiodic ‘97, Eds. M. de Boissieu, J.-L. Verger-Gaugry and R. Currat, World Scientific, Singapore 1998, 769-773
  168. Energy gauge and electron confinement in quasicrystals
    P Kramer
    J. Phys. A 31 (1998) 743-56
  169. Copper tubules and local origin of a pseudogap in d-AlCuCo from ab-initio calculations
    R Härle and P Kramer
    Phys. Rev. B 58 (1998) 716-20
  170. Exact electron states in 1D (quasi-) periodic arrays of delta potentials
    P Kramer and T Kramer
    in: From Quasicrystals to More Complex Systems, Les Houches 1998, Eds. F. Axel, F. Denoyer, J. P. Gazeau, EDP Sciences Les Ulis, Springer Berlin 2000, 85-114
  171. Tiling theory applied to the surface structure of icosahedral AlPdMn quasicrystals
    P Kramer Z Papadopolos and H Teuscher
    J. Phys. C 11 Condens. Matter (1999) 2729-2728
  172. Surface structure of i-AlPdMn: An analysis based on the T*(2F) tiling decorated by Bergman polytopes
    G Kasner Z Papadopolos P Kramer and D E Bürgler
    submitted to Phys. Rev. B (1999)
  173. Representations of the discrete inhomogeneous Lorentz group and Dirac wave equation on the lattice
    M Lorente and P Kramer
    J. Phys. A 32 (1999) 2481-2497
  174. Quasicrystals: Atomic coverings and windows are dual projects
    P Kramer
    J. Phys. A 32 (1999) 5781-5793
  175. The decagon covering project: Center positions and linkage graphs.
    P Kramer
    in: Proc. Math. Aspects of Quasicrystals, Eds. J. P. Gazeau and J.-L. Verger-Gaugry (1999)
  176. The Cover Story: Fibonacci, Penrose, Kepler
    P Kramer
    in: Proc. 7th Int. Conf. Quasicrystals 1999, Mater. Sci. Eng. A 294-296
    Eds. F. Gaehler, P. Kramer, H.-R. Trebin and K. Urban, Elsevier, Amsterdam (2000), 401-404
  177. From Quasiperiodic Tilings with τ-Inflation to τ-Wavelets
    J P Gazeau and P Kramer
    in: Proc. 7th Int. Conf. Quasicrystals 1999, Mater. Sci. Eng. A 294-296
    Eds. F. Gaehler, P. Kramer, H.-R. Trebin and K. Urban, Elsevier, Amsterdam (2000), 425-428
  178. Delone Clusters, Covering and Linkage in the Quasiperiodic Triangle Tiling
    P Kramer
    J. Phys. A 33 (2000) 7885-7901
  179. Delone clusters and coverings for icosahedral quasicrystals
    P Kramer
    J. Phys. A 34 (2001) 1885-1902
  180. The double torus as a 2D cosmos: Geometry, groups, and closed geodesics
    P Kramer and M Lorente
    J. Phys. A 35 (2002) 1961-1981
  181. Inflation and wavelets for the icosahedral Danzer tiling
    P Kramer and M Andrle
    J. Phys. A 37 (2004) 3443-3457
  182. Surface embedding, topology and dualization for spin networks
    P Kramer and M Lorente
    J. Phys. A 35 (2002) 8563-8574
  183. Covering presentation and coloring of dual canonical tilings
    P Kramer
    Struct. Chem. 13 (2002) 315-319
  184. Coverings in the structure of quasicrystals
    P Kramer
    in: Quasicrystals, Structure and Physical Properties,
    Ed. H.-R. Trebin, Wiley-VCH, Weinheim 2003, 105-117
  185. Wavelets in the structure and physics of quasicrystals
    P Kramer
    in: Quasicrystals, Structure and Physical Properties,
    Ed. H.-R. Trebin, Wiley-VCH, Weinheim 2003, 118-122
  186. Group actions on compact hyperbolic manifolds and closed geodesics
    P Kramer
    CRM Proceedings and Lecture Notes 34 (2004) 113-124
  187. Interaction and fusion of Dirac particles
    P Kramer
    in: Proc. 8th Int Conf on Squeezed States and Uncertainty Relations,
    Eds. H Moya-Cessa, R Jauregui, S Hacyan and O Castanos, Rinton Press, Princeton 2003, 203-209
  188. Interaction and fusion of elementary systems
    P Kramer
    in: Symmetries in Science XIII, Eds. B. J. Gruber et al. (2004),
    Kluwer, Dordrecht 2004, 291-315
  189. Tensor and spin representations of SO(4) and discrete quantum gravity
    M Lorente and P Kramer
    in: Symmetries in Science XIII, Eds. B. J. Gruber et al. (2004)
    Kluwer, Dordrecht 2004, 377-394
  190. An invariant operator due to F. Klein quantizes H. Poincarés dodecahedral 3-manifold
    P Kramer
    J. Phys. A: Math. Gen. 38 (2005) 3517-40
  191. Harmonic polynomials on the Poincaré dodecahedral 3-manifold
    P Kramer
    J. of Geometry and Symmetry in Physics 6 (2006) 55-66
  192. Quasiperiodic systems
    P Kramer
    in: Encyclopedia of Mathematical Physics, Eds. J.-P. Francoise, G. L. Naber, Sh. Tsun Tsou, Elsevier, Amsterdam (2006), 308-315
  193. Quasicrystals
    U Grimm and P Kramer
    in: Untitled, Springer 2008
    Ed. R de Weygaert, Groningen, Netherlands

[next] [prev] [prev-tail] [front] [up]