Adversarial Motorial Prototype Framework for Open Set Recognition
- URL: http://arxiv.org/abs/2108.04225v1
- Date: Tue, 13 Jul 2021 07:31:34 GMT
- Title: Adversarial Motorial Prototype Framework for Open Set Recognition
- Authors: Ziheng Xia, Penghui Wang, Ganggang Dong, and Hongwei Liu
- Abstract summary: Open set recognition is designed to identify known classes and to reject unknown classes simultaneously.
This paper proposes the motorial prototype framework (MPF) which classifies known classes according to the prototype classification idea.
Second, this paper proposes the adversarial motorial prototype framework (AMPF) based on the MPF.
Third, this paper proposes an upgraded version of the AMPF, AMPF++, which adds much more generated unknown samples into the training phase.
- Score: 16.22539914400299
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: Open set recognition is designed to identify known classes and to reject
unknown classes simultaneously. Specifically, identifying known classes and
rejecting unknown classes correspond to reducing the empirical risk and the
open space risk, respectively. First, the motorial prototype framework (MPF) is
proposed, which classifies known classes according to the prototype
classification idea. Moreover, a motorial margin constraint term is added into
the loss function of the MPF, which can further improve the clustering
compactness of known classes in the feature space to reduce both risks. Second,
this paper proposes the adversarial motorial prototype framework (AMPF) based
on the MPF. On the one hand, this model can generate adversarial samples and
add these samples into the training phase; on the other hand, it can further
improve the differential mapping ability of the model to known and unknown
classes with the adversarial motion of the margin constraint radius. Finally,
this paper proposes an upgraded version of the AMPF, AMPF++, which adds much
more generated unknown samples into the training phase. In this paper, a large
number of experiments prove that the performance of the proposed models is
superior to that of other current works.
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