2022
DOI: 10.3390/e24010132
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Understanding Dilated Mathematical Relationship between Image Features and the Convolutional Neural Network’s Learnt Parameters

Abstract: Deep learning, in general, was built on input data transformation and presentation, model training with parameter tuning, and recognition of new observations using the trained model. However, this came with a high computation cost due to the extensive input database and the length of time required in training. Despite the model learning its parameters from the transformed input data, no direct research has been conducted to investigate the mathematical relationship between the transformed information (i.e., fe… Show more

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“…Finally, the proof of the existence of a linkage between the features extracted from a training image and the trained model's structure and excitation weights was explored by the mathematical relationship between the resulting model's parameters and the model's featured input, Alsaghir et al [26]. In their work, A feature-weight (FW) linkage was built to calculate the primary model-related FW array for comparing the extracted features of a test image to allocate the related model correctly in a multi-model system.…”
Section: Related Workmentioning
confidence: 99%
“…Finally, the proof of the existence of a linkage between the features extracted from a training image and the trained model's structure and excitation weights was explored by the mathematical relationship between the resulting model's parameters and the model's featured input, Alsaghir et al [26]. In their work, A feature-weight (FW) linkage was built to calculate the primary model-related FW array for comparing the extracted features of a test image to allocate the related model correctly in a multi-model system.…”
Section: Related Workmentioning
confidence: 99%