Miniquaternion Geometry (Paperback)

Language: English

Published by Cambridge University Press, Cambridge, 2008

0521090644 / 9780521090643

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Seller: CitiRetail, Stevenage, United KingdomCitiRetail

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Paperback. This tract provides an introduction to four finite geometrical systems and to the theory of projective planes. Of the four geometries, one is based on a nine-element field and the other three can be constructed from the nine-element 'miniquaternion algebra', a simple system which has many though not all the properties of a field. The three systems based on the miniquaternion algebra have widely differing properties; none of them has the homogeneity of structure which characterizes geometry over a field. While these four geometries are the main subject of this book, many of the ideas developed are of much more general significance. The authors have assumed a knowledge of the simpler properties of groups, fields, matrices and transformations (mappings), such as is contained in a first course in abstract algebra. Development of the nine-element field and the miniquaternion system from a prescribed set of properties of the operations of addition and multiplication are covered in an introductory chapter. Exercises of varying difficulty are integrated with the text. This tract provides an introduction to four finite geometrical systems and to the theory of projective planes. Of the four geometries, one is based on a nine-element field and the other three can be constructed from the nine-element 'miniquaternion algebra', a simple system which has many though not all the properties of a field. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

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Title
Miniquaternion Geometry (Paperback)
Author
T.G. Room
Publisher
Cambridge University Press, Cambridge
Publication year
2008
Condition
new
Binding
Paperback
Language
English
ISBN 10
0521090644
ISBN 13
9780521090643

CitiRetail

Stevenage, United Kingdom

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AbeBooks seller since June 29, 2022

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