Rough set-based feature selection for weakly labeled data

A Campagner, D Ciucci, E Hüllermeier - International Journal of …, 2021 - Elsevier
Supervised learning is an important branch of machine learning (ML), which requires a
complete annotation (labeling) of the involved training data. This assumption is relaxed in …

Learning from fuzzy labels: Theoretical issues and algorithmic solutions

A Campagner - International Journal of Approximate Reasoning, 2024 - Elsevier
In this article we study the problem of learning from fuzzy labels (LFL), a form of weakly
supervised learning in which the supervision target is not precisely specified but is instead …

Learning from imprecise data: adjustments of optimistic and pessimistic variants

E Hüllermeier, S Destercke, I Couso - Scalable Uncertainty Management …, 2019 - Springer
The problem of learning from imprecise data has recently attracted increasing attention, and
various methods to tackle this problem have been proposed. In this paper, we discuss and …

[HTML][HTML] A general framework for maximizing likelihood under incomplete data

I Couso, D Dubois - International Journal of Approximate Reasoning, 2018 - Elsevier
Maximum likelihood is a standard approach to computing a probability distribution that best
fits a given dataset. However, when datasets are incomplete or contain imprecise data, a …

A min-max regret approach to maximum likelihood inference under incomplete data

R Guillaume, D Dubois - International Journal of Approximate Reasoning, 2020 - Elsevier
Various methods have been proposed to express and solve maximum likelihood problems
with incomplete data. In some of these approaches, the idea is that incompleteness makes …

Maximum likelihood estimation and coarse data

I Couso, D Dubois, E Hüllermeier - … , SUM 2017, Granada, Spain, October 4 …, 2017 - Springer
The term coarse data encompasses different types of incomplete data where the (partial)
information about the outcomes of a random experiment can be expressed in terms of …

Maximum likelihood with coarse data based on robust optimisation

R Guillaume, I Couso, D Dubois - Proceedings of the tenth …, 2017 - proceedings.mlr.press
This paper deals with the problem of probability estimation in the context of coarse data.
Probabilities are estimated using the maximum likelihood principle. Our approach …

A maximum likelihood approach to inference under coarse data based on minimax regret

R Guillaume, D Dubois - Uncertainty Modelling in Data Science 9, 2019 - Springer
Various methods have been proposed to express and solve maximum likelihood problems
with incomplete data. In some of these approaches, the idea is that incompleteness makes …

Belief revision and the EM algorithm

I Couso, D Dubois - … Processing and Management of Uncertainty in …, 2016 - Springer
This paper provides a natural interpretation of the EM algorithm as a succession of revision
steps that try to find a probability distribution in a parametric family of models in agreement …

The AIM and EM algorithms for learning from coarse data

M Jaeger - Journal of Machine Learning Research, 2022 - jmlr.org
Statistical learning from incomplete data is typically performed under an assumption of
ignorability for the mechanism that causes missing values. Notably, the expectation …