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Technical The Mathematical Description of Shape and Form
Posted on 2010-05-05
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More E. A. Lord, C. B. Wilson, "The Mathematical Description of Shape and Form" Neither Pythagoras nor Euclid could have foreseen today's importance of geometry in modern technological systems of computer-aided design and manufacture. This work offers the first survey of the mathematical principles of shape and form and embraces a very wide spectrum of their applications. It will stimulate the current and growing revival of interest in the applications of geometry and will encourage creative thinking about problems of form, as for instance, in the behaviour of environmental fields in their interaction with buildings. It will widen awareness of such versatility of application in other fields whose workers can now gain a clearer perception of how these rich mathe- matical concepts can be utilised. It is a wide-ranging survey of the applications of mathe- matics to problems of form description, presenting clearly and concisely a large number of applied geometrical methods. A unified viewpoint, based on the concept of mappings between geometrical spaces, is developed so that the individual methods are seen in the context of a frame- work of underlying principles. The topics treated fall broadly into two major categories: those based on concepts of continuity (differential and metrical properties of continuous curves and surfaces, topology, structure of singularities, etc.) and those based on concepts of discrete point-sets (crystallographic groups, graph theory, surface and curve fitting and interpolation, lattice descriptions in pattern recognition and image pro- cessing, etc.). A degree of mathematical expertise on the part of the reader is assumed, in particular a good knowledge of func- tions, vectors, matrices and differential equations. However, the esoteric notation and terminology prevalent in texts meant for specialist mathematicians is avoided. The book is the first of its kind; no other known work has attempted this kind of unified presentation of geometrical methods taken from a wide range of disciplines. As well as stimulating further the revival of interest in geometry, it is intended as a first step towards the future development of an adequate science of morphology. It contains over 200 diagrams and an extensive bibliography. Download Not all books ... appear on the homepage. In order not to miss many of them follow ebooks section (see top of each page on AH)
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