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On the Full Diversity Property of A Space-Frequency Code Family with Multiple Carrier Frequency Offsets in Cooperative Communication Systems

机译:合作通信系统中具有多个载波频率偏移的空频码族的全分集性质

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Space-frequency (SF) coded orthogonal frequency division multiplexing (OFDM) systems have been recently proposed for cooperative communications to achieve both full cooperative and full multipath diversities without the time synchronization requirement. In this paper, we show that the full diversity property still holds for a family of SF codes (rotation-based SF codes) when there are multiple carrier frequency offsets (CFOs) from relay nodes under the condition that the absolute values of the normalized CFOs are less than 0.5. We then prove that this full diversity property can be preserved if we seek to reduce the receiver complexity by using a zero forcing (ZF) method to equalize the multiple CFOs, before applying maximum likelihood (ML) decoding. Furthermore, by exploiting the properties of SF codes, we show that a specific permuted version of this family of SF codes can still achieve full diversity even when the inter-carrier interference (ICI) matrix is singular. This is possible as long as the maximum absolute value of the normalized CFOs is not less than 0.5. However, in this case the ZF method cannot be directly used to reduce the decoding complexity. To avoid the necessity of jointly considering all the subcarriers, two suboptimal detection methods are proposed in which full diversity is achieved even for singular ICI matrix. All these imply that the SF coded OFDM system is robust to both timing errors and frequency offsets.
机译:最近已经提出了用于协作通信的空频(SF)编码正交频分复用(OFDM)系统,以实现完全协作和完全多径分集,而没有时间同步要求。在本文中,我们表明,在归一化CFO的绝对值为条件下,中继节点存在多个载波频率偏移(CFO)的情况下,全分集属性仍适用于SF代码家族(基于旋转的SF代码)小于0.5。然后我们证明,如果我们尝试在应用最大似然(ML)解码之前通过使用零强迫(ZF)方法来均衡多个CFO,从而降低接收机的复杂性,则可以保留这种全分集属性。此外,通过利用SF码的属性,我们表明,即使在载波间干扰(ICI)矩阵是奇异的情况下,该SF码族的特定置换版本仍然可以实现完全分集。只要标准化的CFO的最大绝对值不小于0.5,这是可能的。然而,在这种情况下,ZF方法不能直接用于降低解码复杂度。为了避免共同考虑所有子载波的必要性,提出了两种次优检测方法,即使对于奇异ICI矩阵也可以实现全分集。所有这些暗示SF编码的OFDM系统对于定时误差和频率偏移都是鲁棒的。

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