Examples: Prince; Princeton University; Ken Follett; Follett,Ken
1shortlisttitle datasearch history  
results search [or] ISN:0000000110795618 | 1 hits
Person
ISNI: 
0000 0001 1079 5618
Name: 
Kramer, P.
Kramer, Peter
Kramer, Peter (physicien)
Kramer, Peter ((physicist))
Dates: 
1933-
Creation class: 
article
Language material
Text
Creation role: 
author
creator
editor
redactor
Related names: 
Dal Cin, Mario (1940-)
John, Gero
naturwiss. F., Hab.Schr. v
Papadopolos, Zorka
Rieckers, A.
Rieckers, Alfred
Saraceno, Marcos
Schenzle, Dieter
Schultheis, Rainer
Universität Tübingen
Zeidler, Dieter
Titles: 
'27
'316
'40
acta cryst.
Anwendungen der Gruppentheorie im Schalen- und Clustermodell der Atomkerne ; (Mit 6 Abb. [u.] 7 Tab.)
class. quantum grav.
Clustering phenomena in nuclei : proceedings of the international symposium, Tübingen, September 9-11, 1981
Covering of Discrete Quasiperiodic Sets : Concepts and Theory
Coverings of discrete quasiperiodic sets : theory and applications to quasicrystals
crystallography: some answers but more questions.
Dualization of Voronoi domains and Klotz construction: a general method for the generation of proper space fillings
gateways towards quasicrystals.
Geometry of the time-dependent variational principle in quantum mechanics
Group Theoretical Methods in Physics Sixth International Colloquium Tübingen 1977
Group theory and the interaction of composite nucleon systems
Groups, systems and many-body physics
nature
on periodic and non-periodic space fillings of esupm/sup obtained by projection.
On the cell structure for non-periodic long range order in solids 3. Int. Conf. Quasicrystals and Incommonsurate Structures, Vista Hermosa, Mexico, May 29 - June 2, 1989
platonic topology and cmb fluctuations: homotopy, anisotropy and multipole selection rules.
Projection of the Danzer tiling
root lattice D6 and icosahedral quasicristals, The
Voronoi and Delone Clusters in Dual Quasiperiodic Tilings
Contributed to or performed: 
SPRINGER TRACTS IN MODERN PHYSICS
Notes: 
Auch im Handel als: Bundesministerium f. wissenschaftl. Forschg. Forschungsbericht K 68-30. Kernforschung. Dass. III, 108 gez. Bl. 4 [Maschinenschr. vervielf.] (Nicht f. d. Aust.) - (Lag nicht vor)
Tübingen, Math.-naturwiss. F., Hab.Schr. v. 8. Febr. 1968 (Nicht f. d. Aust.)
Sources: 
VIAF DNB LC NKC NTA NUKAT SUDOC WKP
ZETO