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Zusatztext Written in a very stylish and accessible manner and supported with many useful black-and-white pictures and photographs in addition to important equations... Paolo Radaelli has succeeded in handling the subject of symmetry and its relevance to crystallography over just 144 pages which is in itself a great accomplishment. The book contains a great collection of monographs and textbooks lists and symmetry-related references in different topics of art, crystallography, mathematical and physical sciences that can be excellent supporting materials to the reader. Informationen zum Autor Following a Laurea degree at the Università degli Studia di Milano and a PhD at Illinois Institute of Technology, Professor Radaelli has held posts at the Argonne National Laboratory, CNRS Grenoble, the Institute Laue-Langevin and the ISIS Facility at the Rutherford Appleton Laboratory. His main interest is the study of transition metal oxides displaying novel physical phenomena, such as high-temperature superconductivity, 'colossal' magneto-resistance or multiferroics behaviour, with the potential of device applications. He is now Dr Lee's Professor of Experimental Philosophy at the Clarendon Laboratory, Oxford University Klappentext A fresh approach to teaching crystallographic symmetry. Rather than being swamped by heavy algebraic notation, the reader is taken through a series of simple and beautiful examples from the visual arts, and taught how to analyse them employing the 'pictorial' diagrams used in the International Tables of Crystallography. Zusammenfassung A fresh approach to teaching crystallographic symmetry. Rather than being swamped by heavy algebraic notation, the reader is taken through a series of simple and beautiful examples from the visual arts, and taught how to analyse them employing the 'pictorial' diagrams used in the International Tables of Crystallography. Inhaltsverzeichnis 1: Symmetry around a fixed point 2: Frieze patterns and frieze groups 3: Wallpaper (plane) groups 4: Coordinate systems in crystallography 5: The mathematical form of symmetry operators 6: Distances, angles and the real and reciprocal spaces 7: A phase transition in 2 dimensions 8: Point groups in 3D 9: The 14 3D Bravais lattices 10: 3D space group symmetry 11: Symmetry and reflection conditions in reciprocal space 12: The Wigner-Seitz constructions and the Brillouin zones ...
