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Recursive HMM probability distribution computation and its application to the demodulation of CPM signals.

机译:递归HMM概率分布计算及其在CPM信号解调中的应用。

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A method for information recovery from signals transmitted over time varying channels is presented. The method computes a conditional probability distribution function (i.e. PDF) of the received signal. Demodulation occurs by using the computed PDF to recover information contained in the received waveform. The method is optimal in the sense that a MAP estimate of the information at time k, is computed conditioned on the measurement filtration up to time k. Upon the receipt of new measurements at time k + 1, the PDF is updated to incorporate the new measurements. The received signal in the time varying channel is modeled as a combined-process which represents both the transmitter and channel. Development of the combined-signal model begins by showing that the phase generated by the transmitter for CPM systems can be represented as a discrete time finite state Markov chain. The channel on the other hand imparts a continuum of time varying amplitude and phase changes onto the transmitted signal before arriving at the receiver. The effects of the channel are modeled as the output of a stochastic differential equation whose spectral properties are known. Given the combined-signal representation of the measurements to be processed by the receiver, a Girsanov transformation is used to create a new measure under which the PDF for the combined-signal is computed. A gaussian sum approximation is used to approximate a solution to an integral equation relating the combined-signal PDF at time k to the combined-signal PDF at time k + 1 when new measurements arrive. It is shown that information recovery can take place in the presence of a time varying channel without the benefit of training sequences. Recursions and performance are illustrated for gaussian minimum shift key (i.e. GMSK) modulations. Performance in the AWGN shows that the effects of inter-symbol-inteference (i.e. ISI) introduced by transmitter can be eliminated. For the time varying channel, simultaneous information recovery and channel estimation can take place from the computed combined-signal PDF for the received signal.
机译:提出了一种从时变信道上传输的信号中恢复信息的方法。该方法计算所接收信号的条件概率分布函数(即PDF)。通过使用计算出的PDF恢复包含在接收波形中的信息来进行解调。该方法在以下意义上是最佳的:在时间k处信息的MAP估计是根据直到时间k的测量过滤条件进行计算的。在时间k + 1接收到新的测量值后,将更新PDF以合并新的测量值。时变信道中的接收信号被建模为代表发射机和信道的组合过程。组合信号模型的开发首先显示了发射机为CPM系统生成的相位可以表示为离散时间有限状态马尔可夫链。另一方面,该信道在到达接收器之前将连续的时变幅度和相位变化赋予所发射的信号。信道的影响被建模为一个随机微分方程的输出,该方程的频谱特性是已知的。给定要由接收器处理的测量的组合信号表示形式,使用Girsanov变换创建新的量度,然后根据该量度计算组合信号的PDF。当新的测量值到达时,使用高斯和近似来近似解积分方程,该积分方程将时间k处的组合信号PDF与时间k + 1处的组合信号PDF相关。结果表明,信息恢复可以在存在时变信道的情况下进行,而没有训练序列的好处。说明了高斯最小移位键(即GMSK)调制的递归和性能。 AWGN中的性能表明,可以消除发射机引入的符号间干扰(即ISI)的影响。对于时变信道,可以从计算出的接收信号的组合信号PDF中进行同时的信息恢复和信道估计。

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