Neural Networks for Seismic Pattern Analysis

碩士 === 國立交通大學 === 資訊科學系 === 90 === This thesis contains three major chapters, Chapter 2. Self-Organizing Neural Network for Seismic Horizon Linking. Chapter 3. Node Growing of Perceptrons By Sequential Classification Technique. Chapter 4. Neural Network fo...

Full description

Bibliographic Details
Main Authors: Yu-Hsiung Wang, 王宇雄
Other Authors: Kou-Yuan Huang
Format: Others
Language:en_US
Published: 2002
Online Access:http://ndltd.ncl.edu.tw/handle/17752525926655659936
id ndltd-TW-090NCTU0394074
record_format oai_dc
spelling ndltd-TW-090NCTU03940742016-06-27T16:09:00Z http://ndltd.ncl.edu.tw/handle/17752525926655659936 Neural Networks for Seismic Pattern Analysis 類神經網路於震測圖型分析之研究 Yu-Hsiung Wang 王宇雄 碩士 國立交通大學 資訊科學系 90 This thesis contains three major chapters, Chapter 2. Self-Organizing Neural Network for Seismic Horizon Linking. Chapter 3. Node Growing of Perceptrons By Sequential Classification Technique. Chapter 4. Neural Network for Robust Recognition of Seismic Patterns. In Chapter 2, we design an algorithm based on self-organizing feature maps to link the seismic horizon in the seismogram. The topology of the neurons is a linear pattern that forms a horizon. The weighting coefficients of the neurons are self-organized by the peaks of the seismogram. One peak catches one neuron. Moment is used in the determination of new neuron creation position. We have applied the algorithm on simulated and real seismograms and the results are quite well. In Chapter 3, combining the important property of the approximating a posteriori probability functions of the classes in the outputs of the trained multilayer perceptron and sequential classification technique, we can get the minimum number of nodes in perceptron and two-layer perceptron. We apply the technique to the typical exclusive OR problem and seismic pattern recognition. The reduction rate of nodes is quite good. In Chapter 4, the multilayer perceptron neural network is trained as a classifier and is applied to the recognition of seismic patterns. Seven moments that are invariant to translation, rotation, and scale, are employed for feature generation of each seismic pattern. In the system, there are training and testing pattern sets. The testing pattern set includes different noise level. The multilayer perceptron is initially trained with the training set of noise-free seismic patterns. After convergence of the training, the network is applied to the classification of the testing set of noisy seismic patterns. Some misclassified patterns with higher noise level are added to the training set for retraining. The training and classification process is repeated through several stages. The converged network at each training stage is applied to the real seismic data at Mississippi Canyon, the bright spot pattern can be detected when the stage is using higher level noisy patterns in the training. Kou-Yuan Huang 黃國源 2002 學位論文 ; thesis 162 en_US
collection NDLTD
language en_US
format Others
sources NDLTD
description 碩士 === 國立交通大學 === 資訊科學系 === 90 === This thesis contains three major chapters, Chapter 2. Self-Organizing Neural Network for Seismic Horizon Linking. Chapter 3. Node Growing of Perceptrons By Sequential Classification Technique. Chapter 4. Neural Network for Robust Recognition of Seismic Patterns. In Chapter 2, we design an algorithm based on self-organizing feature maps to link the seismic horizon in the seismogram. The topology of the neurons is a linear pattern that forms a horizon. The weighting coefficients of the neurons are self-organized by the peaks of the seismogram. One peak catches one neuron. Moment is used in the determination of new neuron creation position. We have applied the algorithm on simulated and real seismograms and the results are quite well. In Chapter 3, combining the important property of the approximating a posteriori probability functions of the classes in the outputs of the trained multilayer perceptron and sequential classification technique, we can get the minimum number of nodes in perceptron and two-layer perceptron. We apply the technique to the typical exclusive OR problem and seismic pattern recognition. The reduction rate of nodes is quite good. In Chapter 4, the multilayer perceptron neural network is trained as a classifier and is applied to the recognition of seismic patterns. Seven moments that are invariant to translation, rotation, and scale, are employed for feature generation of each seismic pattern. In the system, there are training and testing pattern sets. The testing pattern set includes different noise level. The multilayer perceptron is initially trained with the training set of noise-free seismic patterns. After convergence of the training, the network is applied to the classification of the testing set of noisy seismic patterns. Some misclassified patterns with higher noise level are added to the training set for retraining. The training and classification process is repeated through several stages. The converged network at each training stage is applied to the real seismic data at Mississippi Canyon, the bright spot pattern can be detected when the stage is using higher level noisy patterns in the training.
author2 Kou-Yuan Huang
author_facet Kou-Yuan Huang
Yu-Hsiung Wang
王宇雄
author Yu-Hsiung Wang
王宇雄
spellingShingle Yu-Hsiung Wang
王宇雄
Neural Networks for Seismic Pattern Analysis
author_sort Yu-Hsiung Wang
title Neural Networks for Seismic Pattern Analysis
title_short Neural Networks for Seismic Pattern Analysis
title_full Neural Networks for Seismic Pattern Analysis
title_fullStr Neural Networks for Seismic Pattern Analysis
title_full_unstemmed Neural Networks for Seismic Pattern Analysis
title_sort neural networks for seismic pattern analysis
publishDate 2002
url http://ndltd.ncl.edu.tw/handle/17752525926655659936
work_keys_str_mv AT yuhsiungwang neuralnetworksforseismicpatternanalysis
AT wángyǔxióng neuralnetworksforseismicpatternanalysis
AT yuhsiungwang lèishénjīngwǎnglùyúzhèncètúxíngfēnxīzhīyánjiū
AT wángyǔxióng lèishénjīngwǎnglùyúzhèncètúxíngfēnxīzhīyánjiū
_version_ 1718324551596638208