[1] LIU S, ZHANG L, LI J, et al.Dual frequency long-short baseline ambiguity resolution for GNSS attitude determination[C]//IEEE/ION Position, Location and Navigation Symposium, 2016:630-637.
[2] GUNTHER C, HENKEL P.Integer ambiguity estimation for satellite navigation[J].IEEE Transactions on Signal Processing, 2012, 60(7):3387-3393.
[3] HU N N, ZHANG H P, SHI Y Z, et al.Research on FastRTK GNSS algorithm based on partial ambiguity resolution[C]// China Satellite Navigation Conference, 2017:481-491.
[5] LIU X, CHEN G L, ZHANG Q Z, et al.Improved single-epoch single-frequency Par Lambda algorithm with baseline constraints for the BeiDou navigation satellite system[J].IET Radar Sonar & Navig-ation, 2017, 11(10):1549-1557.
[9] WU Z M, LI H P, BIAN S F.Cycled efficient V-BLASTGNSS ambiguity decorrelation and search complexity estimation[J].GPS Solutions, 2017, 21(4):1829-1840.
[10] DOU Z, SUN J J, ZHANG W X, et al.A GNSS integer ambiguity resolution method based on ambiguity domain search strategy[C]//IEEE International Conference on Electronic Information and Communication Technology, IEEE, 2016:390-394.
[11] YAO Y X, DING F.Global navigation satellite system ambiguity decorrelation through diagonal elements precomputing and ordering method[J].IET Radar, Sonar & Navigation, 2013, 7(1):19-25.
[17] CHANG X W, YANG X, ZHOU T, MLAMBDA:a modified LAMBDA method for integer least-squares estimation[J].Journal of Geodesy,2005,79(9):552-565.