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2034                            武 汉 大 学 学 报  (信 息 科 学 版)                       2025 年 10 月

                     guity  Resolution  Method  and  Results  Analysis  for   tion Using an Integer Nonlinear Programming Method
                     GNSS  Uncombined  PPP[J].   Geomatics  and  Infor‑  [C]//The  8th  International  Technical  Meeting  of
                     mation Science of Wuhan University, 2022, 47(6):   the  Satellite  Division  of  the  Institute  of  Navigation,
                     979-989.                                        Palm Springs, California, 1995.
                [8]  TEUNISSEN P J G.  Theory of Integer Equivariant   [15]  阮仁桂 .  SPODS 软件 GPS/GNSS 网解的模糊度解
                     Estimation  with  Application  to  GNSS[J].   Journal   算方法[J].  测绘学报, 2015, 44(2): 128-134.

                     of Geodesy, 2003, 77(7): 402-410.               RUAN  Rengui.   Ambiguity  Resolution  for  GPS/
                [9]  杜祯强, 柴洪洲, 潘宗鹏, 等 .  针对消电离层组合                    GNSS  Network  Solution  with  SPODS[J].   Acta
                     FCB 的非组合 PPP 部分模糊度固定方法[J].  武汉                  Geodaetica et Cartographica Sinica, 2015, 44(2):
                     大学学报(信息科学版), 2021, 46(6): 913-919.              128-134.
                     DU Zhenqiang, CHAI Hongzhou, PAN Zongpeng,   [16]  TEUNISSEN P J G, VERHAGEN S.  The GNSS
                     et al.  Partial Ambiguity Resolution Method for Un‑  Ambiguity  Ratio-Test  Revisited:  A  Better  Way  of
                     combined  PPP  Using  Ionosphere-Free  Combined   Using  It[J].   Survey  Review,  2009,  41(312):
                     FCB[J].  Geomatics and Information Science of Wu‑  138-151.
                     han University, 2021, 46(6): 913-919.      [17]  GENG J H, CHEN X Y, PAN Y X, et al.  PRIDE
                [10]  MA L Y, LOU Y D, LU L G, et al.  GNSS Best     PPP-AR: An Open-Source Software for GPS PPP
                     Integer Equivariant Estimation Combining with Inte‑  Ambiguity Resolution[J].  GPS Solutions, 2019, 23
                     ger Least Squares Estimation: An Integrated Ambi‑  (4): 91.
                     guity Resolution Method with Optimal Integer Aper‑  [18]  TEUNISSEN  P.   On  the  Computation  of  the  Best
                     ture Test[J].  GPS Solutions, 2022, 26(4): 100.  Integer  Equivariant  Estimator[J].   Artificial  Satel‑
                [11]  ODOLINSKI R, TEUNISSEN P J G.  Best Integer    lites, 2005, 40(3): 161-171.
                     Equivariant Estimation:Performance Analysis Using   [19]  WANG N B, YUAN Y B, LI Z S, et al.  Determi‑
                     Real Data Collected by Low-Cost,Single- and Dual-  nation of Differential Code Biases with Multi-GNSS
                     Frequency,  Multi-GNSS  Receivers  for  Short-  to   Observations[J].   Journal  of  Geodesy,  2016,  90
                     Long-Baseline RTK Positioning[J].  Journal of Geo‑  (3): 209-228.
                     desy, 2020, 94(9): 91.                     [20]  李盼 .  GNSS 精密单点定位模糊度快速固定技术和
                [12]  DUONG V, HARIMA K, CHOY S, et al.  GNSS        方法研究[D].  武汉: 武汉大学, 2016.
                     Best  Integer  Equivariant  Estimation  Using  Multi‑  LI Pan.  Research on Methodology of Rapid Ambigui‑
                     variant  T-Distribution:  A  Case  Study  for  Precise   ty  Resolution  for  GNSS  Precise  Point  Positioning
                     Point Positioning[J].  Journal of Geodesy, 2021, 95  [D].  Wuhan: Wuhan University, 2016.
                    (1): 10.                                    [21]  曹新运, 沈飞, 李建成, 等 .  BDS-3/GNSS 非组合
                [13]  MELBOURNE  W  G.   The  Case  for  Ranging  in   精密单点定位[J].  武汉大学学报(信息科学版),
                     GPS-Based Geodetic Systems[C]//The First Inter‑  2023, 48(1): 92-100.
                     national  Symposium  on  Precise  Positioning  with  the   CAO Xinyun,SHEN Fei,LI Jiancheng, et al.  BDS-
                     Global  Positioning  System,  Rockville,  Maryland,   3/GNSS Uncombined Precise Point Positioning[J].
                     1985.                                           Geomatics  and  Information  Science  of  Wuhan  Uni‑
                [14]  WEI M, SCHWARZ K P.  Fast Ambiguity Resolu‑    versity, 2023, 48(1): 92-100.
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