Inventor · disambiguated record
Hing Cheung So
Also filed as: SO HING CHEUNG
8 granted patents·4 pending applications·5 citations·filing 2016–2024
75Inventor score
Files withUNIV CITY HONG KONG12
Top patents by PatentIndex Score
12 records- 0179US12141037B2Method and electronic device for recovering data using adaptive rank-one matrix completionUNIV CITY HONG KONG·Filed 2021·Granted Nov 12, 2024·1 cites·14 claims
- 0273US10430929B2System and method for processing a data structureUNIV CITY HONG KONG·Filed 2017·Granted Oct 1, 2019·2 cites·26 claims
- 0367US10229092B2Systems and methods for robust low-rank matrix approximationUNIV CITY HONG KONG·Filed 2017·Granted Mar 12, 2019·1 cites·25 claims
- 0466US10922379B2Method for processing electronic dataUNIV CITY HONG KONG·Filed 2018·Granted Feb 16, 2021·1 cites·20 claims
- 0556US2025081151A1RSS-based Emergency Positioning Method and SystemUNIV CITY HONG KONG·Filed 2024·Application pending·0 cites
- 0652US2023230116A1Method and analysis device for tracking market index and unmixing hyperspectral image using modified iterative hard thresholding for nonnegative sparse recovery under sum-to-oneUNIV CITY HONG KONG·Filed 2022·Application pending·0 cites
- 0751US11316576B2Wireless communication system and a precoder device for use in such systemUNIV CITY HONG KONG·Filed 2019·Granted Apr 26, 2022·0 cites·25 claims
- 0850US2023401431A1Method and electronic device for recovering data using bi-branch neural networkUNIV CITY HONG KONG·Filed 2022·Application pending·0 cites
- 0947US11010635B2Method for processing electronic dataUNIV CITY HONG KONG·Filed 2018·Granted May 18, 2021·0 cites·10 claims
- 1046US2024193226A1Method and electronic device for performing robust low-rank matrix recovery via hybrid ordinary-welsch functionUNIV CITY HONG KONG·Filed 2022·Application pending·0 cites
- 1140US10437560B2Phase retrieval using coordinate descent techniquesUNIV CITY HONG KONG·Filed 2016·Granted Oct 8, 2019·0 cites·16 claims
- 1238US10579702B2Systems and methods for signal processing using coordinate descent techniques for unit modulus least squares (UMLS) and unit-modulus quadratic program (UMQP)UNIV CITY HONG KONG·Filed 2018·Granted Mar 3, 2020·0 cites·20 claims
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Identity basis: PatentsView inventor disambiguation (2025Q4-odp release). How scoring works →