Sub-sampling of channels with time and frequency sparsity access

Y. Louét, V. Savaux, A. Kountouris, C. Moy
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Abstract

This paper shows that sub-sampling of signals can help in reducing the amount of data to be processed and stored when time and frequency sparsity is considered. The context is the one of the Internet of Things (IoT) for which a huge quantity of users (i.e. objects) communicate with very few time and frequency accesses. Taking advantage of the occupancy theory of probabilities, we propose a theoretical model for such communications and we show that the sampling frequency of signals can be significantly reduced under these assumptions.
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时间和频率稀疏访问信道的子采样
本文表明,在考虑时间和频率稀疏性的情况下,信号的子采样有助于减少需要处理和存储的数据量。上下文是物联网(IoT)中的一个,其中大量用户(即对象)以很少的时间和频率访问进行通信。利用占位概率理论,我们提出了这种通信的理论模型,并表明在这些假设下信号的采样频率可以显着降低。
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