2023
DOI: 10.3390/jimaging9060107
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A Siamese Transformer Network for Zero-Shot Ancient Coin Classification

Abstract: Ancient numismatics, the study of ancient coins, has in recent years become an attractive domain for the application of computer vision and machine learning. Though rich in research problems, the predominant focus in this area to date has been on the task of attributing a coin from an image, that is of identifying its issue. This may be considered the cardinal problem in the field and it continues to challenge automatic methods. In the present paper, we address a number of limitations of previous work. Firstly… Show more

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Cited by 2 publications
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“…Siamese neural networks [6] constitute a special class of deep learning architectures, which are used in tasks involving similarity comparison, such as image or text matching [7,9,29]. These networks are characterized by their robustness to data which exhibit variations, distortions or noise as well as their requirement of significantly less labeled training data compared to neural networks; therefore, they have been well established for real-world scenarios [25][26][27]30,31]. A traditional Siamese network is composed of two identical subnetworks with shared weights (backbone network), allowing them to extract and encode into fixed-size feature vectors (embeddings) from input pairs.…”
Section: Introductionmentioning
confidence: 99%
“…Siamese neural networks [6] constitute a special class of deep learning architectures, which are used in tasks involving similarity comparison, such as image or text matching [7,9,29]. These networks are characterized by their robustness to data which exhibit variations, distortions or noise as well as their requirement of significantly less labeled training data compared to neural networks; therefore, they have been well established for real-world scenarios [25][26][27]30,31]. A traditional Siamese network is composed of two identical subnetworks with shared weights (backbone network), allowing them to extract and encode into fixed-size feature vectors (embeddings) from input pairs.…”
Section: Introductionmentioning
confidence: 99%