The following publications are possibly variants of this publication:
- DOA Estimation With Co-Prime Array by a Combined BNC-PFLOM Method in Presence of Impulsive NoiseMeng Sun 0003, Shiyu Mao, Xu-dong Dong 0001, Jingjing Pan, Benzhou Jin. tcasII, 70(7):2695-2699, July 2023. [doi]
- Non-Circular Sources DOA Estimation for Coprime Array With Impulsive Noise: A Novel Augmented Phased Fractional Low-Order MomentXu-dong Dong 0001, Xiaofei Zhang 0001, Jun Zhao, Meng Sun 0003. tvt, 71(10):10559-10569, 2022. [doi]
- Enhanced DOA Estimation With Co-Prime Array in the Scenario of Impulsive Noise: A Pseudo Snapshot Augmentation PerspectiveJingjing Pan, Meng Sun 0003, Xu-dong Dong 0001, Yide Wang, Xiaofei Zhang 0001. tvt, 72(9):11603-11616, September 2023. [doi]
- DOA estimation based on sparse representation of the fractional lower order statistics in impulsive noiseSen Li, Rongxi He, Bin Lin 0001, Fei Sun. ieeejas, 5(4):860-868, 2018. [doi]
- DOA Estimation for Coprime Array With Mixed Noise Scenario via Phased Fractional Low-Order MomentXudong Dong 0001, Xiaofei Zhang 0001, Jun Zhao, Meng Sun 0003. wcl, 10(11):2567-2571, 2021. [doi]
- Coherent DOA Estimation Algorithm with Co-Prime Arrays for Low SNR SignalsFan Zhang, Hui Cao, Kehao Wang 0001. sensors, 23(23):9320, December 2023. [doi]
- A Low-Complexity ESPRIT-Based DOA Estimation Method for Co-Prime Linear ArraysFenggang Sun, Bin Gao, Lizhen Chen, Peng Lan. sensors, 16(9):1367, 2016. [doi]