„Crystallographic groups“
Suchergebnisse
1.000+ Treffer
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Crystallographic Characterization of Difluoropropargyl Indium Bromide, a Reactive Fluoroorganometallic Reagent †
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Probing, Inhibition, and Crystallographic Characterization of Metallo‐β‐lactamase (IMP‐1) with Fluorescent Agents Containing Dansyl and Thiol Groups
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T. Janssen. Crystallographic groups. North‐Holland Publ. Comp. Amsterdam, London, sowie Elsevier Publ. Comp. New York 1973 281 Seiten, ca. 20 Fig., zahlreiche Tafeln; Preis 60, ‐ Dfl. (Holland) oder 21, ‐ $ (USA)
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H. Brown, R. Bülow, J. Neubüser, H. Wondratschek, H. Zassenhaus. Crystallographic groups of four‐dimensional space. John Wiley & Sons, New York, Chichester, Brisbane, Toronto 1978 (Bd. 5 der „Wiley Monographs in Crystallography”︁). 443 S., Ganzleinen, Literaturverzeichnis (6 S.), Sachindex (3 S.). Preis US $ 38,50
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W. Opechowski. Crystallographic and metacrystallographic groups. North‐Holland, Amsterdam 1986. Pp XIX + 628. Price Dfl. 365.00. In USA/Canada, the boo is available from Elsevier Science Publ., New York, N. Y. ISBN 0‐444‐869557
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Unrestricted virtual braids and crystallographic braid groups
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On Space Groups and Dirichlet-Voronoi Stereohedra
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Isospectral orbifolds with different isotropy orders
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Presentations for crystallographic complex reflection groups
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Torsion-free crystallographic groups with indecomposable holonomy group. II
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On generators of crystallographic groups and actions on flat orbifolds
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Generalized Multiresolution Analyses
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On a number of some categories of the limiting groups of multidimensional plane crystallographic point groups of symmetry
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Some geometric characteristics of four-dimensional crystallographic point symmetry groups and their subgroups
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Periodicity in the stable representation theory of crystallographic groups
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Duals of crystallographic groups. Band and quasi-band representations
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Contribution to the theory of projection operators according to irreducible representations of crystallographic space groups
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Chevalley’s theorem for the complex crystallographic groups
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Complex crystallographic Coxeter groups and affine root systems
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The Number of Words of a Given Length in the Planar Crystallographic Groups