2020
DOI: 10.1155/2020/8361989
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Adaptive CNN Ensemble for Complex Multispectral Image Analysis

Abstract: Multispectral image classification has long been the domain of static learning with nonstationary input data assumption. The prevalence of Industrial Revolution 4.0 has led to the emergence to perform real-time analysis (classification) in an online learning scenario. Due to the complexities (spatial, spectral, dynamic data sources, and temporal inconsistencies) in online and time-series multispectral image analysis, there is a high occurrence probability in variations of spectral bands from an input stream, w… Show more

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Cited by 27 publications
(12 citation statements)
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“…Remarkably, the proposed approach (ensemble approach) contributes to diversity in a simple yet effective manner. This study also used the single-instance optimized CNN model inspired by [34,35] (which was carefully devised after numerous experiments) as an instance in the cloud server's ensemble. Furthermore, the authors trained the proposed model using a challenging dataset (the ISIC 2019 dataset).…”
Section: Methodsmentioning
confidence: 99%
“…Remarkably, the proposed approach (ensemble approach) contributes to diversity in a simple yet effective manner. This study also used the single-instance optimized CNN model inspired by [34,35] (which was carefully devised after numerous experiments) as an instance in the cloud server's ensemble. Furthermore, the authors trained the proposed model using a challenging dataset (the ISIC 2019 dataset).…”
Section: Methodsmentioning
confidence: 99%
“…Among the literature survey, Jameel S. et al [49][50][51] proposed multiple adaptive frameworks in their studies. They presented an adaptive framework for different ML and DL applications that included complex and multispectral image analysis, image classification following the digital transformation of IoT and IR 4.0, and disease identification in skins to detect it at an early stage.…”
Section: Adaptive Models With Concept Driftmentioning
confidence: 99%
“…A typical convolution operation, shown in Figure 3, denotes the input image by X (n H , n W , and n C ), where n H , n W , and n C are the height, the width size of the feature map, and the number of channels, respectively, while K(f, f, n C ) is the filter kernel, where f × f is the size of the convolution 8 Scientific Programming kernel. us, the CONV formula is denoted in equation ( 3), and the output dimension is given by equation (4), where s designates the stride parameter [27,28]:…”
Section: Preliminary Studymentioning
confidence: 99%