Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.

The design of a linear space-time code with full rate, large diversity product, and non-vanishing minimum determinant of codewords continues to attract great attention. However, in most available no-vanishing determinant space-time codes for three, four, and six transmitter antennas, the average pow...

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Main Authors: Wang, Genyuan., Zhang, Jian-Kang., Zhang, Yimin., Wong, Kon Max.
Format: Villanova Faculty Authorship
Language:English
Published: 2005
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spelling Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
Wang, Genyuan.
Zhang, Jian-Kang.
Zhang, Yimin.
Wong, Kon Max.
The design of a linear space-time code with full rate, large diversity product, and non-vanishing minimum determinant of codewords continues to attract great attention. However, in most available no-vanishing determinant space-time codes for three, four, and six transmitter antennas, the average power at each layer is different, which results in a high peak to average power ratio. In this paper, a new cyclic algebraic space-time design scheme is proposed and the optimal codes in this class are provided by using some specific cyclic field extensions. Our proposed codes not only include the available non-vanishing determinant cyclotomic spacetime codes for three, four, and six transmitter antennas, but also have the desirable property that the optimal codes can be achieved with the same average power at each layer.
2005
Villanova Faculty Authorship
vudl:173624
Proceedings of the IEEE International Conference on Acoustics, Speech, and Signal Processing, Philadelphia, PA, March, 2005.
en
dc.title_txt_mv Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
dc.creator_txt_mv Wang, Genyuan.
Zhang, Jian-Kang.
Zhang, Yimin.
Wong, Kon Max.
dc.description_txt_mv The design of a linear space-time code with full rate, large diversity product, and non-vanishing minimum determinant of codewords continues to attract great attention. However, in most available no-vanishing determinant space-time codes for three, four, and six transmitter antennas, the average power at each layer is different, which results in a high peak to average power ratio. In this paper, a new cyclic algebraic space-time design scheme is proposed and the optimal codes in this class are provided by using some specific cyclic field extensions. Our proposed codes not only include the available non-vanishing determinant cyclotomic spacetime codes for three, four, and six transmitter antennas, but also have the desirable property that the optimal codes can be achieved with the same average power at each layer.
dc.date_txt_mv 2005
dc.format_txt_mv Villanova Faculty Authorship
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dc.source_txt_mv Proceedings of the IEEE International Conference on Acoustics, Speech, and Signal Processing, Philadelphia, PA, March, 2005.
dc.language_txt_mv en
author Wang, Genyuan.
Zhang, Jian-Kang.
Zhang, Yimin.
Wong, Kon Max.
spellingShingle Wang, Genyuan.
Zhang, Jian-Kang.
Zhang, Yimin.
Wong, Kon Max.
Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
author_facet Wang, Genyuan.
Zhang, Jian-Kang.
Zhang, Yimin.
Wong, Kon Max.
dc_source_str_mv Proceedings of the IEEE International Conference on Acoustics, Speech, and Signal Processing, Philadelphia, PA, March, 2005.
format Villanova Faculty Authorship
author_sort Wang, Genyuan.
dc_date_str 2005
dc_title_str Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
description The design of a linear space-time code with full rate, large diversity product, and non-vanishing minimum determinant of codewords continues to attract great attention. However, in most available no-vanishing determinant space-time codes for three, four, and six transmitter antennas, the average power at each layer is different, which results in a high peak to average power ratio. In this paper, a new cyclic algebraic space-time design scheme is proposed and the optimal codes in this class are provided by using some specific cyclic field extensions. Our proposed codes not only include the available non-vanishing determinant cyclotomic spacetime codes for three, four, and six transmitter antennas, but also have the desirable property that the optimal codes can be achieved with the same average power at each layer.
title Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
title_full Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
title_fullStr Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
title_full_unstemmed Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
title_short Space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
title_sort space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
publishDate 2005
normalized_sort_date 2005-01-01T00:00:00Z
language English
collection_title_sort_str space-time code designs with non-vanishing determinants for three, four and six transmit antennas.
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