Search Results - Teunissen, Peter.

Peter Teunissen

Peter J. G. Teunissen (born 9 October 1957) is a Dutch geodesist, known for his contributions to satellite navigation and Earth observation. He is particularly recognized for inventing the LAMBDA (Least-squares AMBiguity Decorrelation Adjustment) method, which has become the standard technique for solving integer ambiguities in GNSS carrier‑phase measurements. Provided by Wikipedia
Refine Results
  1. 1
    Distributional theory for the DIA method

    Distributional theory for the DIA method by Teunissen, Peter

    Published 2017
    Get full text
  2. 2
    The geometry-free GPS ambiguity search space with a weighted ionosphere

    The geometry-free GPS ambiguity search space with a weighted ionosphere by Teunissen, Peter

    Published 1997
    Get full text
  3. 3
    Integer estimation in the presence of biases

    Integer estimation in the presence of biases by Teunissen, Peter

    Published 2001
    Get full text
  4. 4
    Testing theory: an introduction

    Testing theory: an introduction by Teunissen, Peter

    Published 2006
    Other Authors: “…Teunissen, Peter…”
    Get full text
  5. 5
    A theorem on maximizing the probability of correct integer estimation.

    A theorem on maximizing the probability of correct integer estimation. by Teunissen, Peter

    Published 1999
    Get full text
  6. 6
    Proper weighting of your GPS data is important

    Proper weighting of your GPS data is important by Teunissen, Peter

    Published 2001
    Get full text
  7. 7
    Influence of ambiguity precision on the success rate of GNSS integer ambiguity bootstrapping

    Influence of ambiguity precision on the success rate of GNSS integer ambiguity bootstrapping by Teunissen, Peter

    Published 2007
    Get full text
  8. 8
    The ionosphere weighted GPS baseline precision in canonical form

    The ionosphere weighted GPS baseline precision in canonical form by Teunissen, Peter

    Published 1998
    Get full text
  9. 9
    A canonical theory for short GPS baselines, Part IV: Precision versus reliability

    A canonical theory for short GPS baselines, Part IV: Precision versus reliability by Teunissen, Peter

    Published 1997
    Get full text
  10. 10
    Least-squares collocation with integer parameters

    Least-squares collocation with integer parameters by Teunissen, Peter

    Published 2006
    Get full text
  11. 11
    Galileo and ambiguity resolution

    Galileo and ambiguity resolution by Teunissen, Peter

    Published 2002
    Get full text
  12. 12
    Anholonomity when using the development method for the reduction of observations to the reference ellipsoid.

    Anholonomity when using the development method for the reduction of observations to the reference ellipsoid. by Teunissen, Peter

    Published 1982
    Get full text
  13. 13
    The reliability of GPS ambiguity resolution

    The reliability of GPS ambiguity resolution by Teunissen, Peter

    Published 1999
    Get full text
  14. 14
    Integer aperture GNSS ambiguity resolution

    Integer aperture GNSS ambiguity resolution by Teunissen, Peter

    Published 2003
    Get full text
  15. 15
    Minimal detectable biases of GPS data

    Minimal detectable biases of GPS data by Teunissen, Peter

    Published 1998
    Get full text
  16. 16
    A brief account on the early history of adjusting geodetic and astronomical observations.

    A brief account on the early history of adjusting geodetic and astronomical observations. by Teunissen, Peter

    Published 2000
    Get full text
  17. 17
    Adjusting and testing with the models of the affine and similarity transformation.

    Adjusting and testing with the models of the affine and similarity transformation. by Teunissen, Peter

    Published 1986
    Get full text
  18. 18
    The mean and the variance matrix of the ‘fixed’ GPS baseline.

    The mean and the variance matrix of the ‘fixed’ GPS baseline. by Teunissen, Peter

    Published 1999
    Get full text
  19. 19
    On a stronger-than-best property for best prediction

    On a stronger-than-best property for best prediction by Teunissen, Peter

    Published 2008
    Get full text
  20. 20
    GNSS ambiguity bootstrapping: theory and application

    GNSS ambiguity bootstrapping: theory and application by Teunissen, Peter

    Published 2001
    Get full text

Search Tools: