By Ervin Hartmann; International Union of Crystallography
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Introduction to the Calculation of Structure Factors. 4. 5. The Reciprocal Lattice. Close-packed structures. 6. Pourquoi les groupes de Symetrie en Cristallographie. 7. Solving the phase problem when heavy atoms are in special positions. Anomolous Dispersion of X-rays in Crystallography. 8. 9. 10. Rotation Matrices and Translation Vectors in Crystallography. Metric Tensor and Symmetry operations in Crystallography. C . A . Taylor M. Wallwork A. tthier P. Krishna and D. Pandey D. Weigel L. Hohne and L.
5 (1952) 44. 5. Nye, J. , Physical Properties of Crystals, Oxford, Clarendon Press (1957). 6. Smith, A. , Janak, J. , Adler, R. , Electronic Conduction in Solids, New York, McGraw-Hill Book Company (1967). 7. -H. , Vol. 11, Berlin, Heidelberg, New York, Springer-Verlag (1979). 8. , Oeuvres, pp. 118, Paris, Socirt6 Francais de Physique (1908). 9. Koptsik, V. , Soy. Phys. Cryst. 2 (1957) 99. 10. Shubnikov, A. V. and Koptsik, V. , Symmetry in Science andArt, New York and London, Plenum Press (1977).