BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)

Bibliographic Details
Main Author: DeVore, Robert Henry, 1936-
Language:en_US
Published: The University of Arizona. 1964
Subjects:
Online Access:http://hdl.handle.net/10150/284563
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spelling ndltd-arizona.edu-oai-arizona.openrepository.com-10150-2845632015-10-23T05:09:07Z BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2) DeVore, Robert Henry, 1936- Inequalities (Mathematics) Number theory. 1964 text Dissertation-Reproduction (electronic) http://hdl.handle.net/10150/284563 28698883 6410454 .b3084101x en_US Copyright © is held by the author. Digital access to this material is made possible by the University Libraries, University of Arizona. Further transmission, reproduction or presentation (such as public display or performance) of protected items is prohibited except with permission of the author. The University of Arizona.
collection NDLTD
language en_US
sources NDLTD
topic Inequalities (Mathematics)
Number theory.
spellingShingle Inequalities (Mathematics)
Number theory.
DeVore, Robert Henry, 1936-
BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
author DeVore, Robert Henry, 1936-
author_facet DeVore, Robert Henry, 1936-
author_sort DeVore, Robert Henry, 1936-
title BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
title_short BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
title_full BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
title_fullStr BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
title_full_unstemmed BEST POSSIBLE INEQUALITIES FOR THE LOWEST POINTS OF THE FUNDAMENTAL DOMAINS OF THE HILBERT MODULAR GROUPS FOR R(SQRT. 5) AND R(SQRT. 2)
title_sort best possible inequalities for the lowest points of the fundamental domains of the hilbert modular groups for r(sqrt. 5) and r(sqrt. 2)
publisher The University of Arizona.
publishDate 1964
url http://hdl.handle.net/10150/284563
work_keys_str_mv AT devoreroberthenry1936 bestpossibleinequalitiesforthelowestpointsofthefundamentaldomainsofthehilbertmodulargroupsforrsqrt5andrsqrt2
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