[5] [5] ZHONG B, WANG N. DOA estimation algithm f wideb polarization sensitive arrays [C]2nd IEEE Advanced Infmation Management, Communicates, Electronic Automation Control Conference (IMCEC). Xi''an, China: IEEE, 2018: 2516–2520.

[6] [6] GAO Z Y, XIAO Y. Direction of arrival estimation f confmal arrays with diverse polarizations [C]12th IEEE International Conference on Electronic Measurement & Instruments (ICEMI). Qingdao, China: IEEE, 2015: 439–442.

[7] COMPTON R. On the performance of a polarization sensitive adaptive array[J]. IEEE Transactions on Antennas and Propagation, 29, 718-725(1981).

[8] ZHAO J C, TAO H H. Quaternion based joint DOA and polarization parameters estimation with stretched three-component electromagnetic vector sensor array[J]. Journal of Systems Engineering and Electronics, 28, 1-9(2017).

[9] [9] LAN X, LIU W, NGAN H Y T. Joint 4D DOA polarization estimation based on linear tripole arrays [C]22nd International Conference on Digital Signal Processing (DSP). London, UK: IEEE, 2017: 15.

[10] ZHENG G M. Two-dimensional DOA estimation for polarization sensitive array consisted of spatially spread crossed-dipole[J]. IEEE Sensors Journal, 18, 5014-5023(2018).

[11] GUO M R, ZHANG Y D, CHEN T. DOA estimation using compressed sparse array[J]. IEEE Transactions on Signal Processing, 66, 4133-4146(2018).

[12] YU W B, CHEN C L, HE T et al. Adaptive compressive engine for real-time electrocardiogram monitoring under unreliable wireless channels[J]. IET Communications, 10, 607-615(2016).

[13] IBRAHIM M, RAMRIEDDY V, LAVRENKO A et al. Design and analysis of compressive antenna arrays for direction of arrival estimation[J]. Signal Processing, 138, 35-47(2017).

[14] GU Y J, GOODMAN N A. Information-theoretic compressive sensing kernel optimization and Bayesian Cramér-Rao bound for time delay estimation[J]. IEEE Transactions on Signal Processing, 65, 4525-4537(2017).

[15] [15] GU Y J, ZHANG Y D, GOODMAN N A. Optimized compressive sensingbased directionofarrival estimation in massive MIMO [C]2017 IEEE International Conference on Acoustics, Speech Signal Processing. New leans, LA, USA: IEEE, 2017: 31813185.

[16] CHEN T, GUO M R, HUANG X S. Direction finding using compressive one-bit measurements[J]. IEEE Access, 6, 41201-41211(2018).

[17] CHEN T, HAN X T, YU Y Z. A sub-Nyquist sampling digital receiver system based on array compression[J]. Progress in Electromagnetics Research Letters, 88, 21-28(2020).

[18] CHEN T, YANG J, GUO M R. A MIMO radar-based DOA estimation structure using compressive measurements[J]. Sensors, 19, 4706(2019).

[19] ZHANG X F, XU L Y, XU L et al. Direction of departure (DOD) and direction of arrival (DOA) estimation in MIMO radar with reduced-dimension MUSIC[J]. IEEE Communications Letters, 14, 1161-1163(2010).

[21] ZHOU C W, GU Y J, ZHANG Y D et al. Compressive sensing-based coprime array direction-of-arrival estimation[J]. IET Communications, 11, 1719-1724(2017).