2005Unpublished venueRequires access

Universal rotated space time block codes

Jia Hou, Moon Ho Lee

Open publisher page 1 citations

Abstract

In this paper, we give a family of orthogonal space time block codes (STBC), which is so called universal rotated STBC. The constructed codes include all existing STBC cases, and give several extended results suitable for different modulations, such as MPSK or M-QAM. The results show that the proposed codes can be widely applied for MIMO transmission, quasi-orthogonal designs and the orthogonal set partition of the space time trellis codes (STTC), e.g., super orthogonal STTC.

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What this paper is about

In this paper, we give a family of orthogonal space time block codes (STBC), which is so called universal rotated STBC. The constructed codes include all existing STBC cases, and give several extended results suitable for different modulations, such as MPSK or M-QAM. The results show that the proposed codes can be widely applied for MIMO transmission, quasi-orthogonal designs and the orthogonal set partition of the space time trellis codes (STTC), e.g., super orthogonal STTC.

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Available abstract

In this paper, we give a family of orthogonal space time block codes (STBC), which is so called universal rotated STBC. The constructed codes include all existing STBC cases, and give several extended results suitable for different modulations, such as MPSK or M-QAM. The results show that the proposed codes can be widely applied for MIMO transmission, quasi-orthogonal designs and the orthogonal set partition of the space time trellis codes (STTC), e.g., super orthogonal STTC.

Key concepts: Space–time block code, Block code, QAM, Computer science, Space–time trellis code, Transmission (telecommunications), Partition (number theory), MIMO

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