<abstract xmlns="http://www.w3.org/1999/xhtml">

This paper underscores the significance of earth deformation observation in analyzing earth tide curves and predicting earthquakes, positioning it as a cornerstone of Earth observation technology. We delve into the critical task of detecting and diagnosing anomalies in geodetic data. Utilizing Python for data preprocessing, our approach identifies missing values, categorizes them by their spatial occurrence, and employs spline interpolation and autoregressive prediction methods for data imputation. This process ensures the integrity of the dataset for subsequent analysis and modeling, reinforcing the precision and reliability of geodetic data analysis in Earth science research.
<bold>For problem I</bold> To expand the data set, we propose three models.
Model I: Adding gaussian noise to the data.
Model II: Resample the data.
Model III: Using machine learning methods to learn the internal laws of the data and predict itself to generate new data. For each model, we discuss its advantages and disadvantages. Finally, we structurally fuse the three models to complete data enhancement.
<bold>For problem II</bold> To extract the noise, we use DB4 wavelet transform to denoise the data set and extract the noise. Then we make descriptive statistics on the noise distribution, and use Laplace distribution to fit the probability distribution of noise, and finally get the accurate noise distribution.
<bold>For problem III</bold> We start from the time domain and frequency domain to extract the features of the data. First, 17 features are extracted in the time domain, then the discrete fourier transform algorithm is used to transform the data into frequency domain data, and 13 are extracted. Therefore, we encode each data as a feature vector with a length of 30. We first use the decision tree as the baseline model to establish the recognition model to select the features. Logistic Regression, KNN, Naive Bayes and SVM are used to establish the recognition model. Finally, we use the Voting ensemble learning method to fuse the model, achieving an accuracy of 86% on the test set.
</abstract>

This paper underscores the significance of earth deformation observation in analyzing earth tide curves and predicting earthquakes, positioning it as a cornerstone of Earth observation technology. We delve into the critical task of detecting and diagnosing anomalies in geodetic data. Utilizing Python for data preprocessing, our approach identifies missing values, categorizes them by their spatial occurrence, and employs spline interpolation and autoregressive prediction methods for data imputation. This process ensures the integrity of the dataset for subsequent analysis and modeling, reinforcing the precision and reliability of geodetic data analysis in Earth science research.
For problem I To expand the data set, we propose three models.
Model I: Adding gaussian noise to the data.
Model II: Resample the data.
Model III: Using machine learning methods to learn the internal laws of the data and predict itself to generate new data. For each model, we discuss its advantages and disadvantages. Finally, we structurally fuse the three models to complete data enhancement.
For problem II To extract the noise, we use DB4 wavelet transform to denoise the data set and extract the noise. Then we make descriptive statistics on the noise distribution, and use Laplace distribution to fit the probability distribution of noise, and finally get the accurate noise distribution.
For problem III We start from the time domain and frequency domain to extract the features of the data. First, 17 features are extracted in the time domain, then the discrete fourier transform algorithm is used to transform the data into frequency domain data, and 13 are extracted. Therefore, we encode each data as a feature vector with a length of 30. We first use the decision tree as the baseline model to establish the recognition model to select the features. Logistic Regression, KNN, Naive Bayes and SVM are used to establish the recognition model. Finally, we use the Voting ensemble learning method to fuse the model, achieving an accuracy of 86% on the test set.

Analysis and Modeling of Geodetic Data Based on Machine Learning

Applied Mathematics and Nonlinear Sciences

This work is licensed under the Creative Commons Attribution 4.0 International License.

{"article-title":"Analysis and Modeling of Geodetic Data Based on Machine Learning"}

This paper underscores the significance of earth deformation observation in analyzing earth tide curves and predicting earthquakes, positioning it as a...

Analysis and Modeling of Geodetic Data Based on Machine Learning

Publicado en línea: 01 abr 2024

Páginas: -

Recibido: 19 ene 2024

Aceptado: 24 ene 2024

DOI: https://doi.org/10.2478/amns-2024-0691

Palabras clave
Geodetic data, Signal processing, Machine learnin

© 2024 Tong Wu, published by Sciendo

This work is licensed under the Creative Commons Attribution 4.0 International License.

Analysis and Modeling of Geodetic Data Based on Machine Learning

Publicado en línea: 01 abr 2024

Páginas: -

Recibido: 19 ene 2024

Aceptado: 24 ene 2024

DOI: https://doi.org/10.2478/amns-2024-0691

Palabras claveGeodetic data, Signal processing, Machine learnin

© 2024 Tong Wu, published by Sciendo

This work is licensed under the Creative Commons Attribution 4.0 International License.

Palabras clave
Geodetic data, Signal processing, Machine learnin