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Mathematicians have developed the language of topology; but the conventional development leaves until last the discussion and ideas about shapes, so those who have not mastered the initial ideas of analysis and general topology are barred from participation by a rigid formalism. This book, first published in 1976, adopts a different approach, developing a language close to that of ordinary discourse. It is intended to encourage readers of varying backgrounds, but especially students, to think spatially. The text is well illustrated, with toned drawings creating three-dimensional effects where appropriate, and there are abundant exercises. Useful appendices accompany the text, providing hints and solutions to these exercises and also a sketch of how the treatment can be modelled within a conventional topology course for more advanced students. The book can be regarded as an example of the emerging discipline of mathematics education, as well as being about surfaces.
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- Edition: 2nd Edition
- Date Published: April 1981
- format: Paperback
- isbn: 9780521299770
- length: 144 pages
- dimensions: 229 x 152 x 9 mm
- weight: 0.22kg
- availability: Available
Table of Contents
1. How to make surfaces, and talk about them
2. Making complicated surfaces
3. Multifarious complications
4. Families of surfaces
5. Completion of the census of surface families
6. Combinational invariants
7. Order of assembly, and orientability
8. Morse theory of a paper surface
9. Miscellaneous exercises
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