The ratio test for future GNSS ambiguity resolution

Sandra Verhagen1, Peter Teunissen1
1Delft University of Technology, Delft, The Netherlands

Tóm tắt

Từ khóa


Tài liệu tham khảo

Abidin HA (1993) Computational and geometrical aspects of on-the-fly ambiguity resolution. Dissertation, Department of Surveying Engineering, Technical Report No 104, University of New Brunswick, Canada

Chen Y (1997) An approach to validate the resolved ambiguities in GPS rapid positioning. In: Proceedings of the International symposium on kinematic systems in geodesy, geomatics and navigation, Banff, Canada, pp 301–304

Euler HJ, Schaffrin B (1990) On a measure for the discernibility between different ambiguity solutions in the static-kinematic GPS-mode. In: IAG Symposia no.107, kinematic systems in geodesy, surveying, and remote sensing, Springer-Verlag, New York, pp 285–295

Frei E, Beutler G (1990) Rapid static positioning based on the fast ambiguity resolution approach FARA: theory and first results. Manuscripta Geodaetica 15(6):325–356

Ha S (1997) Quality control issues relating to instantaneous ambiguity resolution for real-time GPS kinematic positioning. J Geodesy 71(6):351–361

Han S, Rizos C (1996a) Validation and rejection criteria for integer least-squares estimation. Survey Review 33(260):375–382

Han S, Rizos C (1996b) Integrated methods for instantaneous ambiguity resolution using new-generation GPS receivers. In: Proceedings of the IEEE PLANS’96, Atlanta GA, pp 245–261

Landau H, Euler HJ (1992) On-the-fly ambiguity resolution for precise differential positioning. In: Proceedings of the ION GPS-1992, Albuquerque NM, pp 607–613

Odijk D (2000) Weighting ionospheric corrections to improve fast GPS positioning over medium distances. In: Proceedings of the ION GPS-2000, Salt Lake City UT, pp 1113–1123

Odijk D, Teunissen PJG, Huisman L (2012) First results of mixed GPS + GIOVE single-frequency RTK in Australia. J Sp Sci 57:3–18

Parkins A (2011) Increasing GNSS RTK availability with a new single-epoch batch partial ambiguity resolution algorithm. GPS Solut 15:391–402

Tandy M, Young KW (2012) Variable duration fixed failure rate ambiguity resolution. GPS Solut. doi: 10.1007/s10291-012-0265-9

Teunissen PJG (1995) The least-squares ambiguity decorrelation adjustment: a method for fast GPS ambiguity resolution. J Geodesy 70(1–2):65–82

Teunissen PJG (1999) An optimality property of the integer least-squares estimator. J Geodesy 73(11):587–593

Teunissen PJG (2003) Integer aperture GNSS ambiguity resolution. Artif Satell 38(3):79–88

Teunissen PJG (2004) GNSS ambiguity resolution. J Geodesy 78:235–244

Teunissen PJG (2005) Penalized GNSS ambiguity resolution with optimally controlled failure-rate. Artif Satell 40(4):219–227

Teunissen PJG, Verhagen S (2009) The GNSS ambiguity ratio-test revisited: a better way of using it. Survey Rev 41(312):138–151

Tiberius CCJM, De Jonge PJ (1995) Fast positioning using the LAMBDA method. In: Proceedings of the DSNS’95, Bergen, Norway

Verhagen S (2002) Studying the performance of global navigation satellite systems: a new software tool. GPS World 13(6):60–65

Verhagen S (2004) Integer ambiguity validation: an open problem? GPS Solut 8(1):36–43

Verhagen S (2005a) The GNSS integer ambiguities: estimation and validation. Dissertation, Publications on Geodesy, 58, Netherlands Geodetic Commission, Delft

Verhagen S (2005b) On the reliability of integer ambiguity resolution. Navigation 52(2):99–110

Verhagen S, Teunissen PJG (2006) New global navigation satellite system ambiguity resolution method compared to existing approaches. J Guid Cont Dyn 29(4):981–991

Wang J, Stewart MP, Tsakiri M (1998) A discrimination test procedure for ambiguity resolution on-the-fly. J Geodesy 72(11):644–653

Wei M, Schwarz KP (1995) Fast ambiguity resolution using an integer nonlinear programming method. In: Proceedings of the ION GPS-1995, Palm Springs CA, pp 1101–1110