Abstract — Learning Using privileged Information (LUPI), originally proposed in [1], is an advanced learning paradigm that aims to improve the supervised learning in the presence of additional (privileged) information, available during training, but not in the test phase. We present a novel metric learn-ing methodology that is specially designed for incorporating privileged information in ordinal classification tasks, where there is a natural order on the set of classes. This is done by changing the global metric in the input space, based on distance relations revealed by the privileged information. The proposed model is formulated in the context of ordinal prototype based classification with metric adaptation. Unlike the existing nominal v...
Ordinal classification refers to classification problems in which the classes have a natural order i...
Machine learning methods for classification problems commonly assume that the class values are unord...
Ordinal classification refers to classification problems in which the classes have a natural order ...
The performance of a classifier is often limited by the amount of labeled data (absolute information...
A large amount of ordinal-valued data exist in many domains, including medical and health science, s...
Many computer vision problems have an asymmetric distribution of information between training and te...
Many computer vision problems have an asymmetric dis-tribution of information between training and t...
Traditional metric learning methods usually make decisions based on a fixed threshold, which may res...
The performance of an ordinal classifier is highly affected by the amount of absolute information (l...
© 2015 by Taylor & Francis Group, LLC. In this chapter, a novel application-independent performanc...
In Ordinal Classification tasks, items have to be assigned to classes that have a relative ordering,...
International audienceDevising new methodologies to handle and analyse Big Data has become a fundame...
Traditional hierarchical text clustering methods assume that the documents are represented only by “...
Clustering ordinal data is a common task in data mining and machine learning fields. As a major type...
Ordinal classification is a special case of multiclass classification in which there exists a natura...
Ordinal classification refers to classification problems in which the classes have a natural order i...
Machine learning methods for classification problems commonly assume that the class values are unord...
Ordinal classification refers to classification problems in which the classes have a natural order ...
The performance of a classifier is often limited by the amount of labeled data (absolute information...
A large amount of ordinal-valued data exist in many domains, including medical and health science, s...
Many computer vision problems have an asymmetric distribution of information between training and te...
Many computer vision problems have an asymmetric dis-tribution of information between training and t...
Traditional metric learning methods usually make decisions based on a fixed threshold, which may res...
The performance of an ordinal classifier is highly affected by the amount of absolute information (l...
© 2015 by Taylor & Francis Group, LLC. In this chapter, a novel application-independent performanc...
In Ordinal Classification tasks, items have to be assigned to classes that have a relative ordering,...
International audienceDevising new methodologies to handle and analyse Big Data has become a fundame...
Traditional hierarchical text clustering methods assume that the documents are represented only by “...
Clustering ordinal data is a common task in data mining and machine learning fields. As a major type...
Ordinal classification is a special case of multiclass classification in which there exists a natura...
Ordinal classification refers to classification problems in which the classes have a natural order i...
Machine learning methods for classification problems commonly assume that the class values are unord...
Ordinal classification refers to classification problems in which the classes have a natural order ...