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Showing 1-20 of 383 results
  1. A new efficient fusion positioning method for single-epoch multi-GNSS based on the theoretical analysis of the relationship between ADOP and PDOP

    The global navigation satellite system (GNSS) can provide single-epoch differential positioning services for geological disasters with a sudden and...

    **n Liu, Qianxin Wang, ... Shuhui Wu in GPS Solutions
    Article 10 September 2022
  2. Ambiguity Dilution of Precision (ADOP)

    P. J. G. Teunissen in Encyclopedia of Geodesy
    Living reference work entry 2023
  3. Assessment of overlap** triple-frequency BDS-3/BDS-2/INS tightly coupled integration model in kinematic surveying

    The China BeiDou Navigation Satellite System (BDS-3) is recognized for its advantages compared to BDS-2. However, the enhancement of performance...

    Kai ** Sun, ... Yue Wang in GPS Solutions
    Article Open access 14 March 2024
  4. Application of optimal stop** theory in batch partial ambiguity resolution

    As the number of satellites increases, the risk of fixing wrong integer ambiguities may reduce the accuracy and efficiency of ambiguity resolution...

    Chenglong Zhang, Wen Chen, ... Jian** Wu in GPS Solutions
    Article 05 May 2023
  5. Theoretical analysis of the multi-GNSS contribution to partial ambiguity estimation and R-ratio test-based ambiguity validation

    The fast and high-precision positioning with multiple Global Navigation Satellite Systems (multi-GNSS) has been challenging for decades. Although the...

    **n Liu, Shubi Zhang, ... Nan Ding in GPS Solutions
    Article 09 February 2021
  6. GLONASS–only FDMA+CDMA RTK: Performance and outlook

    An assessment of standalone GLONASS RTK performance is provided using its FDMA and CDMA signals. The new integer-estimable GLONASS FDMA model...

    Safoora Zaminpardaz, Peter J. G. Teunissen, Amir Khodabandeh in GPS Solutions
    Article Open access 27 April 2021
  7. S2L-RTK: temporal ionospheric modeling for RTK baselines varying from short to long

    Real-time kinematic (RTK) has been widely used in mobile map**. In a large-scale mobile map** scene with long baseline, such as airborne...

    Feng Zhu, ** Chen, ... **aohong Zhang in GPS Solutions
    Article 28 June 2023
  8. Multi-epoch PPP-RTK corrections: temporal characteristics, pitfalls and user-impact

    PPP-RTK corrections, aiding GNSS users to achieve single-receiver integer ambiguity-resolved parameter solutions, are often estimated in a recursive...

    D. Psychas, A. Khodabandeh, P. J. G. Teunissen in Journal of Geodesy
    Article 19 February 2024
  9. GNSS-RTK model: common-frequency versus mixed-frequency

    Global navigation satellite system real-time kinematic (RTK) normally takes advantage of a common-frequency (CF) model, in which, the frequency bands...

    Cheng Ke, Pengyu Hou, Baocheng Zhang in GPS Solutions
    Article 11 May 2023
  10. Stochastic modeling with robust Kalman filter for real-time kinematic GPS single-frequency positioning

    The centimeter-level positioning accuracy of real-time kinematic (RTK) depends on correctly resolving integer carrier-phase ambiguities. To improve...

    Rui Wang, Doris Becker, Thomas Hobiger in GPS Solutions
    Article Open access 27 June 2023
  11. Integer-estimable GLONASS FDMA model as applied to Kalman-filter-based short- to long-baseline RTK positioning

    Fast ambiguity resolution is a major challenge for GLONASS phase-based applications. The integer-estimable frequency-division multiple-access...

    Pengyu Hou, Baocheng Zhang, Teng Liu in GPS Solutions
    Article 11 July 2020
  12. Position Dilution of Precision (PDOP)

    P. J. G. Teunissen in Encyclopedia of Geodesy
    Living reference work entry 2023
  13. Two-epoch centimeter-level PPP-RTK without external atmospheric corrections using best integer-equivariant estimation

    Ambiguity resolution enabled precise point positioning (PPP-AR or PPP-RTK) without atmospheric corrections requires the user to estimate tropospheric...

    Andreas Brack, Benjamin Männel, Harald Schuh in GPS Solutions
    Article Open access 27 October 2022
  14. Adaptive Kalman filter based on integer ambiguity validation in moving base RTK

    In high-precision dynamic positioning, it is necessary to ensure the positioning accuracy and reliability of the navigation system, especially for...

    Zhipeng Wang, **aopeng Hou, ... Kun Fang in GPS Solutions
    Article Open access 05 December 2022
  15. Bias-constrained integer least squares estimation: distributional properties and applications in GNSS ambiguity resolution

    To accommodate the presence of bounded biases in mixed-integer models, Khodabandeh ( 2022 ) extended integer estimation theory by introducing a new...

    A. Khodabandeh, P. J. G. Teunissen in Journal of Geodesy
    Article Open access 14 May 2024
  16. Vectorial integer bootstrap** of best integer equivariant estimation (VIB-BIE) for efficient and reliable GNSS ambiguity resolution

    Reliable integer ambiguity resolution (IAR) is essential for carrier phase-based centimeter-level accurate positioning using global navigation...

    Weikai Miao, Bofeng Li, ... Guang’e Chen in Journal of Geodesy
    Article 17 April 2024
  17. Integer ambiguity resolution and precise positioning for tight integration of BDS-3, GPS, GALILEO, and QZSS overlap** frequencies signals

    The loose integration positioning is typically applied for multi-frequency, multi-GNSS observations where the individual reference satellite is...

    Guang’e Chen, Bofeng Li, ... Tianxia Liu in GPS Solutions
    Article 13 December 2021
  18. Vectorial integer bootstrap**: flexible integer estimation with application to GNSS

    In this contribution, we extend the principle of integer bootstrap** (IB) to a vectorial form (VIB). The mathematical definition of the class of...

    P. J. G. Teunissen, L. Massarweh, S. Verhagen in Journal of Geodesy
    Article Open access 16 August 2021
  19. GNSS integer ambiguity posterior probability calculation with controllable accuracy

    Integer ambiguity resolution (IAR) is one of the key techniques in GNSS high precise positioning. However, an overlooked incorrect integer ambiguity...

    Zemin Wu in Journal of Geodesy
    Article 10 August 2022
  20. Regularized integer least-squares estimation: Tikhonov’s regularization in a weak GNSS model

    The strength of the GNSS precise positioning model degrades in cases of a lack of visible satellites, poor satellite geometry or uneliminated...

    Zemin Wu, Shaofeng Bian in Journal of Geodesy
    Article 28 March 2022
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