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Efficacy of Msplit Estimation in Displacement Analysis
Zbigniew Wiśniewski1, Robert Duchnowski1, Andrzej Dumalski1
1Institute of Geodesy, University of Warmia and Mazury in Olsztyn, 1 Oczapowskiego St., 10-957 Olsztyn, Poland.
Msplit estimation offers an alternative to conventional methods for analyzing geodetic observations. This method automatically assigns observations to functional models, proving effective in detecting point displacements, especially in disordered datasets.
Area of Science:
- Geodesy and Geophysics
- Geodetic observation analysis
- Deformation analysis
Background:
- Geodetic observation sets often contain data with differing functional models or parameter values.
- Conventional methods like least squares estimation require pre-separation of observation subsets.
- Analyzing observations from various measurement epochs presents challenges for traditional approaches.
Purpose of the Study:
- To evaluate the efficacy of Msplit estimation for detecting point displacements in geodetic data.
- To compare Msplit estimation with classical deformation analysis methods.
- To investigate the performance of Msplit estimation on disordered observation sets.
Main Methods:
- Application of Msplit estimation, which assigns each observation to competitive functional models automatically.
- Utilizing example geodetic observation sets.
- Conducting Monte Carlo simulations to assess performance.
- Comparing results with classical deformation analysis.
Main Results:
- Msplit estimation demonstrates efficacy in detecting point displacements.
- The method shows promise as an alternative to conventional geodetic data analysis techniques.
- Msplit estimation exhibits a distinct advantage over conventional approaches for disordered observation sets.
Conclusions:
- Msplit estimation is a viable and potentially advantageous alternative for deformation analysis in geodesy.
- The automatic assignment of observations to functional models simplifies the analysis process.
- The method's effectiveness is particularly notable in scenarios with disordered observational data.
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