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Dover Publications, 2005-01-27. Hardcover. Very Good. 0.5984 in x 8.7008 in x 5.5984 in. No DJ as issued. Light shelf wear. Else clean and tight.
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space Hardcover - 2005
by M. A. Bravais; Amos J. Shaler (Translator)
Details
- Title On the Systems Formed by Points Regularly Distributed on a Plane or in Space
- Author M. A. Bravais; Amos J. Shaler (Translator)
- Binding Hardcover
- Edition International ed
- Pages 113
- Volumes 1
- Language ENG
- Publisher Dover Publications, New York
- Date 2005-01
- Illustrated Yes
- ISBN 9780486442655 / 0486442659
- Weight 0.68 lbs (0.31 kg)
- Dimensions 8.92 x 5.92 x 0.53 in (22.66 x 15.04 x 1.35 cm)
- Library of Congress subjects Crystallography, Mathematical
- Library of Congress Catalog Number 2004062142
- Dewey Decimal Code 548.7
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space (Dover Phoenix Editions)
by Bravais, M. A.
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space
by Auguste Bravais M.A. Bravais Amos J. Shaler
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Dover Publications, Incorporated , pp. viii + 113 . Hardback. Used.
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space (Dover Phoenix Editions)
by M. A. Bravais
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On The Systems Formed By Points Regularly Distributed On A Plane Or In Space
by M A Bravais , Amos J Shaler
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United States: Dover Publications, 2005. Hardbound. Brand New. Book Condition:- Brand New. Secured Packaging. Fast DeliveryBookseller Inventory # 9780486442655
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space (Dover Phoenix Editions)
by Bravais, M. A
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Dover Publications, 2005-01-27. Hardcover. New. New. In shrink wrap. Looks like an interesting title!
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On the Systems Formed by Points Regularly Distributed on a Plane or in Space by Bravais, Auguste
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Description:
ISBN: 9780486442655Dover Publications Inc. | 25 March 2005
Hardback | 113 pages
Bravais, inventor of the polar lattice, correctly deduced the fourteen possible varieties of space lattices consistent with the several symmetry classes. This classic nineteenth century work begins with preliminary definitions and advances to discussions of nets in general, symmetrical nets, the general properties of lattices, symmetrical lattices, and polar lattices. 42 figures.
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