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Machine learning in geosciences and remote sensing 被引量:30
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作者 David J.Lary amir H.Alavi +1 位作者 amir h.gandomi Annette L.Walker 《Geoscience Frontiers》 SCIE CAS CSCD 2016年第1期3-10,共8页
Learning incorporates a broad range of complex procedures. Machine learning(ML) is a subdivision of artificial intelligence based on the biological learning process. The ML approach deals with the design of algorith... Learning incorporates a broad range of complex procedures. Machine learning(ML) is a subdivision of artificial intelligence based on the biological learning process. The ML approach deals with the design of algorithms to learn from machine readable data. ML covers main domains such as data mining, difficultto-program applications, and software applications. It is a collection of a variety of algorithms(e.g. neural networks, support vector machines, self-organizing map, decision trees, random forests, case-based reasoning, genetic programming, etc.) that can provide multivariate, nonlinear, nonparametric regression or classification. The modeling capabilities of the ML-based methods have resulted in their extensive applications in science and engineering. Herein, the role of ML as an effective approach for solving problems in geosciences and remote sensing will be highlighted. The unique features of some of the ML techniques will be outlined with a specific attention to genetic programming paradigm. Furthermore,nonparametric regression and classification illustrative examples are presented to demonstrate the efficiency of ML for tackling the geosciences and remote sensing problems. 展开更多
关键词 Machine learning GEOSCIENCES Remote sensing Regression CLASSIFICATION
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Prediction of peak ground acceleration of Iran's tectonic regions using a hybrid soft computing technique 被引量:1
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作者 Mostafa Gandomi Mohsen Soltanpour +1 位作者 Mohammad R.Zolfaghari amir h.gandomi 《Geoscience Frontiers》 SCIE CAS CSCD 2016年第1期75-82,共8页
A new model is derived to predict the peak ground acceleration(PGA) utilizing a hybrid method coupling artificial neural network(ANN) and simulated annealing(SA), called SA-ANN. The proposed model relates PGA to... A new model is derived to predict the peak ground acceleration(PGA) utilizing a hybrid method coupling artificial neural network(ANN) and simulated annealing(SA), called SA-ANN. The proposed model relates PGA to earthquake source to site distance, earthquake magnitude, average shear-wave velocity,faulting mechanisms, and focal depth. A database of strong ground-motion recordings of 36 earthquakes,which happened in Iran’s tectonic regions, is used to establish the model. For more validity verification,the SA-ANN model is employed to predict the PGA of a part of the database beyond the training data domain. The proposed SA-ANN model is compared with the simple ANN in addition to 10 well-known models proposed in the literature. The proposed model performance is superior to the single ANN and other existing attenuation models. The SA-ANN model is highly correlated to the actual records(R=0.835 and r =0.0908) and it is subsequently converted into a tractable design equation. 展开更多
关键词 Peak ground acceleration Artificial neural networks Simulated annealing Explicit formulation
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Progress of machine learning in geosciences:Preface 被引量:1
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作者 amir H.Alavi amir h.gandomi David J.Lary 《Geoscience Frontiers》 SCIE CAS CSCD 2016年第1期1-2,共2页
In the past two decades, artificial intelligence (AI) algorithms have proved to be promising tools for solving several tough scientific problems, As a broad subfield of AI, machine learning is concerned with algorit... In the past two decades, artificial intelligence (AI) algorithms have proved to be promising tools for solving several tough scientific problems, As a broad subfield of AI, machine learning is concerned with algorithms and techniques that allow computers to "learn". The machine learning approach covers main domains such as data mining, difficult-to-program applications, and soft- ware applications. It is a collection of a variety of algorithms that can provide multivariate, nonlinear, nonparametric regression or classification. The remarkable simulation capabilities of the ma- chine learning-based methods have resulted in their extensive ap- plications in science and engineering. Recently, the machine learning techniques have found many applications in the geoscien- ces and remote sensing. More specifically, these techniques are proved to be practical for cases where the system's deterministic model is computationally expensive or there is no deterministic model to solve the problem (Lary, 2010). 展开更多
关键词 Progress of machine learning in geosciences BPNN
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The Colony Predation Algorithm 被引量:8
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作者 Jiaze Tu Huiling Chen +1 位作者 Mingjing Wang amir h.gandomi 《Journal of Bionic Engineering》 SCIE EI CSCD 2021年第3期674-710,共37页
This paper proposes a new stochastic optimizer called the Colony Predation Algorithm(CPA)based on the corporate predation of animals in nature.CPA utilizes a mathematical mapping following the strategies used by anima... This paper proposes a new stochastic optimizer called the Colony Predation Algorithm(CPA)based on the corporate predation of animals in nature.CPA utilizes a mathematical mapping following the strategies used by animal hunting groups,such as dispersing prey,encircling prey,supporting the most likely successful hunter,and seeking another target.Moreover,the proposed CPA introduces new features of a unique mathematical model that uses a success rate to adjust the strategy and simulate hunting animals'selective abandonment behavior.This paper also presents a new way to deal with cross-border situations,whereby the optimal position value of a cross-border situation replaces the cross-border value to improve the algorithm's exploitation ability.The proposed CPA was compared with state-of-the-art metaheuristics on a comprehensive set of benchmark functions for performance verification and on five classical engineering design problems to evaluate the algorithm's efficacy in optimizing engineering problems.The results show that the proposed algorithm exhibits competitive,superior performance in different search landscapes over the other algorithms.Moreover,the source code of the CPA will be publicly available after publication. 展开更多
关键词 Colony Predation Algorithm optimization nature-inspired computing META-HEURISTIC engineering problems
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Prediction of vertical displacement for a buried pipeline subjected to normal fault using a hybrid FEM-ANN approach
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作者 Hedye JALALI Reza YEGANEH KHAKSAR +2 位作者 Danial MOHAMMADZADEH S. Nader KARBALLAEEZADEH amir h.gandomi 《Frontiers of Structural and Civil Engineering》 SCIE EI 2024年第3期428-443,共16页
Fault movement during earthquakes is a geotechnical phenomenon threatening buried pipelines and with the potential to cause severe damage to critical infrastructures.Therefore,effective prediction of pipe displacement... Fault movement during earthquakes is a geotechnical phenomenon threatening buried pipelines and with the potential to cause severe damage to critical infrastructures.Therefore,effective prediction of pipe displacement is crucial for preventive management strategies.This study aims to develop a fast,hybrid model for predicting vertical displacement of pipe networks when they experience faulting.In this study,the complex behavior of soil and a buried pipeline system subjected to a normal fault is analyzed by using an artificial neural network(ANN)to generate predictions the behavior of the soil when different parameters of it are changed.For this purpose,a finite element model is developed for a pipeline subjected to normal fault displacements.The data bank used for training the ANN includes all the critical soil parameters(cohesion,internal friction angle,Young’s modulus,and faulting).Furthermore,a mathematical formula is presented,based on biases and weights of the ANN model.Experimental results show that the maximum error of the presented formula is 2.03%,which makes the proposed technique efficiently predict the vertical displacement of buried pipelines and hence,helps to optimize the upcoming pipeline projects. 展开更多
关键词 buried pipelines normal Fault finite element method multilayer perceptron neural network formulation
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