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Longer titles found:
Anneli Lax New Mathematical Library (view )
searching for Anneli Lax 10 found (15 total)
alternate case: anneli Lax
The Geometry of Numbers
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the Mathematical Association of America in 2000 as volume 41 of their Anneli Lax New Mathematical Library book series. The Geometry of Numbers is based
Peter Shor
(1,055 words)
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(January 1989). USA Mathematical Olympiads 1972–1986 Problems and Solutions (Anneli Lax New Mathematical Library), ISBN 0-88385-634-4 ISBN 978-0-88385-634-5,
Proizvolov's identity
(481 words)
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Savchev, Svetoslav; Andreescu, Titu (2002), Mathematical miniatures, Anneli Lax New Mathematical Library, vol. 43, Mathematical Association of America
Pick's theorem
(2,324 words)
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A new principle in the geometry of numbers". The Geometry of Numbers. Anneli Lax New Mathematical Library. Vol. 41. Mathematical Association of America
Dot planimeter
(1,028 words)
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A new principle in the geometry of numbers", The Geometry of Numbers, Anneli Lax New Mathematical Library, vol. 41, Mathematical Association of America
Richard Courant
(1,473 words)
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Busemann William Feller Kurt Friedrichs Harold Grad Fritz John Joseph Keller Edgar Krahn Martin Kruskal Anneli Lax Hans Lewy Otto Neugebauer Franz Rellich
Isaak Yaglom
(1,343 words)
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America. All four volumes are now available from the MAA in the series Anneli Lax New Mathematical Library (Volumes 8, 21, 24, and 44). Subtitle: An elementary
Hans Frederick Blichfeldt
(1,219 words)
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(2000), "Hans Frederik Blichfeldt (1873–1945)", The Geometry of Numbers, Anneli Lax New Mathematical Library, vol. 41, Mathematical Association of America
Minkowski's theorem
(2,351 words)
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A new principle in the geometry of numbers". The Geometry of Numbers. Anneli Lax New Mathematical Library. Vol. 41. Mathematical Association of America
Blichfeldt's theorem
(1,935 words)
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A new principle in the geometry of numbers", The Geometry of Numbers, Anneli Lax New Mathematical Library, vol. 41, Mathematical Association of America