2021
DOI: 10.1007/s13042-021-01428-z
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Iterative joint classifier and domain adaptation for visual transfer learning

Abstract: Current available supervised classifiers cannot generalize across various domains due to distribution mismatch among them. Domain adaptation and transfer learning algorithms are proposed to tackle domain shift problem that originates from different data collection conditions. In this paper, we propose a transfer learning framework called iterative joint classifier and domain adaptation for visual transfer learning (ICDAV), which utilizes the balanced maximum mean discrepancy to better transfer knowledge across… Show more

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Cited by 8 publications
(2 citation statements)
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References 47 publications
(26 reference statements)
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“…To demonstrate the efficiency of our VTL, the results of our experiments are compared with several unsupervised domain adaptation methods including EMFS (2018) [40], EasyTL (2019) [41], STJML (2020) [42], GEF (2019) [43], DWDA (2021) [44], CDMA (2020) [45], ALML (2022) [46], TTLC (2021) [33], SGA-MDAP (2020) [47], NSO (2020) [48], FSUTL (2020) [49], PLC (2021) [50], GSI (2021) [51] and ICDAV (2022) [52]. In the experiments, VTL begins with learning a domain invariant and class discriminative latent feature space according to Equation (18).…”
Section: Resultsmentioning
confidence: 99%
“…To demonstrate the efficiency of our VTL, the results of our experiments are compared with several unsupervised domain adaptation methods including EMFS (2018) [40], EasyTL (2019) [41], STJML (2020) [42], GEF (2019) [43], DWDA (2021) [44], CDMA (2020) [45], ALML (2022) [46], TTLC (2021) [33], SGA-MDAP (2020) [47], NSO (2020) [48], FSUTL (2020) [49], PLC (2021) [50], GSI (2021) [51] and ICDAV (2022) [52]. In the experiments, VTL begins with learning a domain invariant and class discriminative latent feature space according to Equation (18).…”
Section: Resultsmentioning
confidence: 99%
“…Iterative joint classifier and domain adaptation for visual transfer learning (ICDAV) [29] uses the balanced maximum mean discrepancy to better domain adaptation. Moreover, for learning a robust classifier against domain shift, a set of graph manifold regularizers and modified joint probability maximum mean discrepancy is simultaneously applied to maintain the domain structures and adapt the distribution of projected samples during the model learning process.…”
Section: Introductionmentioning
confidence: 99%