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Zilu Zhao
ORCID
Publication Activity (10 Years)
Years Active: 2023-2024
Publications (10 Years): 13
Top Topics
Expectation Propagation
Approximate Inference
Message Passing
Linear Models
Top Venues
MLSP
EuCNC/6G Summit
ICC
ICASSP
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Publications
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Zilu Zhao
,
Dirk Slock
Expectation Propagation for Semi-Blind Channel Estimation in Cell-Free Networks.
EuCNC/6G Summit
(2024)
Zilu Zhao
,
Feng Wang
,
Hongjian You
Lightweight and Stable Multi-Feature Databases for Efficient Geometric Localization of Remote Sensing Images.
Remote. Sens.
16 (7) (2024)
Zhipan Li
,
Huigui Rong
,
Jianguo Chen
,
Zilu Zhao
,
Yupeng Huang
Integration of preferences in multimodal multi-objective optimization.
Expert Syst. Appl.
254 (2024)
Zilu Zhao
,
Feng Wang
,
Hongjian You
Robust Region Feature Extraction With Salient MSER and Segment Distance-Weighted GLOH for Remote Sensing Image Registration.
IEEE J. Sel. Top. Appl. Earth Obs. Remote. Sens.
17 (2024)
Zilu Zhao
,
Fangqing Xiao
,
Dirk Slock
Vector Approximate Message Passing for Not So Large N.I.I.D. Generalized I/O Linear Models.
ICASSP
(2024)
Fangqing Xiao
,
Zilu Zhao
,
Dirk Slock
Power Delay Profile Based Ranging via Approximate EM-ReVAMP.
CAMAD
(2023)
Fangqing Xiao
,
Zilu Zhao
,
Dirk Slock
Channel State Information Based Ranging via EM-reVAMP Algorithm.
SECON
(2023)
Christo Kurisummoottil Thomas
,
Zilu Zhao
,
Dirk Slock
Towards Convergent Approximate Message Passing by Alternating Constrained Minimization of Bethe Free Energy.
ITW
(2023)
Zilu Zhao
,
Dirk Slock
Semi-Blind Sparse Channel Learning in Cell-Free Massive MIMO - a CRB Analysis.
ICC
(2023)
Zilu Zhao
,
Fangqing Xiao
,
Dirk Slock
Approximate Message Passing for Not So Large niid Generalized Linear Models.
SPAWC
(2023)
Zilu Zhao
,
Dirk Slock
Bethe Free Energy and Extrinsics in Approximate Message Passing.
ACSSC
(2023)
Zilu Zhao
,
Dirk Slock
Improved Variance Predictions in Approximate Message Passing.
MLSP
(2023)
Zilu Zhao
,
Dirk Slock
Variance Predictions in VAMP/UAMP with Right Rotationally Invariant Measurement Matrices for niid Generalized Linear Models.
EUSIPCO
(2023)