Towards Efficient Device Identification in Massive Random Access: A Multi-stage Approach
<|reference_start|>Towards Efficient Device Identification in Massive Random Access: A Multi-stage Approach: Efficient and low-latency wireless connectivity between the base station (BS) and a sparse set of sporadically active devices from a massive number of devices is crucial for random access in emerging massive machine-type communications (mMTC). This paper addresses the challenge of identifying active devices while meeting stringent access delay and reliability constraints in mMTC environments. A novel multi-stage active device identification framework is proposed where we aim to refine a partial estimate of the active device set using feedback and hypothesis testing across multiple stages eventually leading to an exact recovery of active devices after the final stage of processing. In our proposed approach, active devices independently transmit binary preambles during each stage, leveraging feedback signals from the BS, whereas the BS employs a non-coherent binary energy detection. The minimum user identification cost associated with our multi-stage non-coherent active device identification framework with feedback, in terms of the required number of channel-uses, is quantified using information-theoretic techniques in the asymptotic regime of total number of devices $\ell$ when the number of active devices $k$ scales as $k = {\Theta}(1)$. Practical implementations of our multi-stage active device identification schemes, leveraging Belief Propagation (BP) techniques, are also presented and evaluated. Simulation results show that our multi-stage BP strategies exhibit superior performance over single-stage strategies, even when considering overhead costs associated with feedback and hypothesis testing.<|reference_end|>
@article{robin2024towards,
    title={Towards Efficient Device Identification in Massive Random Access: A
  Multi-stage Approach},
    author={Jyotish Robin and Elza Erkip},
    journal={arXiv preprint arXiv:2404.09062},
    year={2024},
    archivePrefix={arXiv},
    eprint={2404.09062},
    primaryClass={cs.IT eess.SP math.IT}
}