An edition of Scissors Congruences, Group Homology and Characteristic Classes (Nankai Tracts in Mathematics, V. 1.)
(2001)
Scissors Congruences, Group Homology and Characteristic Classes (Nankai Tracts in Mathematics, V. 1.)
by Johan L. Dupont
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| Edition | Availability |
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1
Scissors Congruences, Group Homology and Characteristic Classes (Nankai Tracts in Mathematics, V. 1.)
May 2001, World Scientific Publishing Company
Hardcover
in English
9810245076 9789810245078
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2
Scissors Congruences, Group Homology and Characteristic Classes (Nankai Tracts in Mathematics, V. 1.)
February 26, 2001, Singapore University Press
Paperback
in English
9810245084 9789810245085
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Book Details
First Sentence
"It is elementary and well-known that two polygons P and P' in the Euclidean plane have the same area if and only if they are scissors congruent (s.c.), i.e. if they can be subdivided into finitely many pieces such that each piece in P is congruent to exactly one piece in P'."
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- Created April 30, 2008
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| November 14, 2023 | Edited by MARC Bot | import existing book |
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