Full-diversity rate-(near) one space-time block codes at linear decoding complexity for quasistatic fading channels

In this paper, we introduce a full-diversity rate-(near) one space-time block coding scheme over frequency-flat fading channels. It will be shown that the proposed scheme enjoys linear decoding complexity and maximum likelihood (ML) decoding for any arbitrary number of transmit antennas

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Vydáno v:ITG Workshop on Smart Antennas : March 18th-19th, 2004, Munich University of Technology, Germany s. 103 - 105
Hlavní autor: Razavi, S.A.
Médium: Konferenční příspěvek
Jazyk:angličtina
Vydáno: IEEE 2004
Témata:
Block codes
Costs
Diversity methods
Fading
Filter bank
Frequency
Maximum likelihood decoding
Receiving antennas
Transmitting antennas
Wireless communication
ISBN:9780780383272, 0780383273
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Abstract In this paper, we introduce a full-diversity rate-(near) one space-time block coding scheme over frequency-flat fading channels. It will be shown that the proposed scheme enjoys linear decoding complexity and maximum likelihood (ML) decoding for any arbitrary number of transmit antennas
AbstractList In this paper, we introduce a full-diversity rate-(near) one space-time block coding scheme over frequency-flat fading channels. It will be shown that the proposed scheme enjoys linear decoding complexity and maximum likelihood (ML) decoding for any arbitrary number of transmit antennas
Author Razavi, S.A.
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  surname: Razavi
  fullname: Razavi, S.A.
  organization: Electr. Eng. Dept., Univ. of Birjand
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PublicationTitle ITG Workshop on Smart Antennas : March 18th-19th, 2004, Munich University of Technology, Germany
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Snippet In this paper, we introduce a full-diversity rate-(near) one space-time block coding scheme over frequency-flat fading channels. It will be shown that the...
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StartPage 103
SubjectTerms Block codes
Costs
Diversity methods
Fading
Filter bank
Frequency
Maximum likelihood decoding
Receiving antennas
Transmitting antennas
Wireless communication
Title Full-diversity rate-(near) one space-time block codes at linear decoding complexity for quasistatic fading channels
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