This practical guide and reference serves as a unified source book for students and professionals, and it provides a solid basis for further studies in more specialized literature.
Based Princes decades of practical experience, it can be recommended as an introduction for beginners in crystallography, as a refresher and handy guide for crystallographers working on specific problems, and as a reference for others seeking a dictionary of basic mathematical and crystallographic terms.
The third edition further clarifies key points.
Crystallographers have to apply many mathematical methods in their daily work. Mathematical Techniques in Crystallography and Materials Science brings together common and less familiar mathematical procedures used in studies of the structures and physical properties of solids. This practical guide and reference serves as a unified source book for students and professionals, and it provides a solid basis for further studies in more specialized literature. Based Princes decades of practical experience, it can be recommended as an introduction for beginners in crystallography, as a refresher and handy guide for crystallographers working on specific problems, and as a reference for others seeking a dictionary of basic mathematical and crystallographic terms. The third edition further clarifies key points, as well as offers new sections on two topics: the projection matrix and the fast Fourier transform.
Matrices: Definitions and Fundamental Operations.- Symmetry of Finite Objects.- Symmetry of Infinitely Repeated Patterns.- Vectors.- Tensors.- Data Fitting.- Estimation of Uncertainty.- Significance and Accuracy.- Constrained Crystal Structure Refinement.- The Fast Fourier Transform.
From the reviews of the third edition:
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