Discriminants, lenstra's constants of algebraic number fields and their applications
53 p.
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sg-ntu-dr.10356-475092023-02-28T23:38:00Z Discriminants, lenstra's constants of algebraic number fields and their applications Zhang, Tao Xing Chaoping School of Physical and Mathematical Sciences DRNTU::Science::Mathematics::Algebra 53 p. Space-time block code designs have recently attracted a considerable attention. There have been several kinds of space-time block code designs, for example, orthogonal space-time block codes, unitary space-time codes, and diagonal space-time codes. Among these space-time code designs, one of the most popular classes is the class of diagonal lattice space-time codes. To design good diagonal lattice space-time codes, our main tool is algebraic number theory. The idea is looking for number fields with small absolute values of discriminants. Master of Science 2011-12-27T08:31:26Z 2011-12-27T08:31:26Z 2010 2010 Thesis http://hdl.handle.net/10356/47509 Nanyang Technological University application/pdf |
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DRNTU::Science::Mathematics::Algebra Zhang, Tao Discriminants, lenstra's constants of algebraic number fields and their applications |
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53 p. |
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Xing Chaoping |
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Xing Chaoping Zhang, Tao |
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Theses and Dissertations |
author |
Zhang, Tao |
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Zhang, Tao |
title |
Discriminants, lenstra's constants of algebraic number fields and their applications |
title_short |
Discriminants, lenstra's constants of algebraic number fields and their applications |
title_full |
Discriminants, lenstra's constants of algebraic number fields and their applications |
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Discriminants, lenstra's constants of algebraic number fields and their applications |
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Discriminants, lenstra's constants of algebraic number fields and their applications |
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discriminants, lenstra's constants of algebraic number fields and their applications |
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2011 |
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http://hdl.handle.net/10356/47509 |
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1759854296788107264 |