OAK

Optimum Modulation Orders for 1-bit Compressively Sampled Signals in Multicarrier Transmission

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Author(s)
Seo, Younghun; Yu, Nam Yul
Type
Conference Paper
Citation
20th IEEE International Workshop on Signal Processing Advances in Wireless Communications, SPAWC 2019
Issued Date
2019-07-03
Abstract
In compressed sensing (CS), quantization is essential for efficient discretization in real systems, but its large bit depth increases hardware complexity and energy consumption. To overcome these issues, 1-bit CS is regarded as a new data acquisition technique. In this paper, we discover that there exist optimum modulation orders for orthogonal multicarrier transmission of 1-bit CS signals over wireless channels. In specific, we develop an upper bound on the reconstruction errors when modulated 1-bit CS signals are transmitted in multicarrier communications with a fixed number of subcarriers. In the upper bound, a tradeoff between the bit error probability and the quantization error is found over the orders of quadrature-amplitude modulation (QAM), which leads to the existence of an optimum modulation order minimizing the reconstruction errors. Simulation results demonstrate that the reconstruction performance of 1-bit CS is bounded by the theoretical upper bound, and subsequently confirm the existence of optimum modulation orders.
Publisher
Institute of Electrical and Electronics Engineers Inc.
Conference Place
FR
Cannes; France
URI
https://scholar.gist.ac.kr/handle/local/22986
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