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Disambiguation of "Yan, Fenggang"

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Robust Adaptive Beamforming Based on Covariance Matrix Reconstruction Against Steering Vector Mismatch.

, , , , and . ICCC, page 283-286. IEEE, (2019)

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Yan Yan

Shanshan Yan

Americanization in China: an analysis of General Motors and its strategies in China. Uni Mainz, (2009)

Yan Xu

Untersuchungen zur Verleimung von Holz und Holzspanplatten mit UF-Leimharzen und PMDI. TU Braunschweig, (2009)

Yan Zhang

Yan Zeng

 

Other publications of authors with the same name

Error Analysis of Reconstruction From Linear Canonical Transform Based Sampling., , , and . IEEE Trans. Signal Process., 66 (7): 1748-1760 (2018)R/I-Capon for Low-Complexity Direction of Arrival Estimation with Real-Valued Computation., , , and . WISATS (1), volume 280 of Lecture Notes of the Institute for Computer Sciences, Social Informatics and Telecommunications Engineering, page 489-497. Springer, (2019)A Real-Valued Polynomial Rooting Method for Fast Direction of Arrival Estimation With Large Uniform Linear Arrays., , , , and . IEEE Access, (2019)Generalized polynomial deflation method for rooting-based DOA estimators using greatest common divisor., , , , and . Signal Process., (2021)Efficient real-valued DOA estimation based on the trigonometry multiple angles transformation in monostatic MIMO radar., , , , and . Digit. Signal Process., (2022)Robust Adaptive Beamforming Based on Covariance Matrix Reconstruction Against Steering Vector Mismatch., , , , and . ICCC, page 283-286. IEEE, (2019)Low-degree root-MUSIC algorithm for fast DOA estimation based on variable substitution technique., , , , and . Sci. China Inf. Sci., (2020)Half-Dimension Subspace Decomposition for Fast Direction Finding With Arbitrary Linear Arrays., , , , and . IEEE Signal Process. Lett., (2022)Low Complexity Joint Super-Resolution Algorithm for Range Azimuth of TDM-MIMO LFMCW Radar., , , and . AIoTC, volume 3351 of CEUR Workshop Proceedings, page 1-7. CEUR-WS.org, (2022)Real-Valued DOA Estimation for Non-Circular Sources via Reduced-Order Polynomial Rooting., , , , and . IEEE Access, (2019)