Presentation
Submission & Deadline:
OpenReview website: link
Deadline Extension: March, 7th March, 15th 2025 (no further extension)
In Details
CAp is an interdisciplinary gathering of researchers at the intersection of machine learning, applied mathematics, and related areas.
The submission website is now available here.
Submitted papers can be either in English or in French and we encourage two types of submissions:
- Full research papers on the theme of machine learning theory and its applications should not exceed 10 pages in CAp double-column format (including references and figures). A suitable LaTeX template for CAp is available here.
- Short papers can be up to 6 pages using the same format as the full papers. They present original ideas and provide an opportunity to describe significant work in progress.
We also encourage the submission of recent (2024 or 2025) papers accepted to high level conferences and journals in machine learning. These papers will also be reviewed (lightly) by the program committee. If accepted, they will be presented at the conference but will not appear in any (online) proceedings. Note that, in this particular case, the paper can be submitted in the original conference format (length and style) and the reviews given by the conference/ML journal where it was accepted should be included as the first pages of the submission in addition to a link to the corresponding conference/ML journal web page. The submission of the reviews and the original paper should be merged and submitted into a single PDF file.
OpenReview website: link
- Create an account
- Click on add and follow instructions
TOPICS
The conference and program chairs of CAp 2025 invite those working in areas related to any aspect of machine learning to submit original papers for review. Solicited topics include, but are not limited to:
Learning theory, models and paradigms:
- Active learning
- Online learning
- Multi-target, multi-task, multi-instance, multi-view and transfer learning
- Supervised, unsupervised and semi-supervised learning
- Reinforcement learning
- Relational learning
- Representation learning
- Symbolic learning
- Bandit algorithms
- Matrix and tensor factorization
- Optimal Transport for Machine Learning
- Privacy preserving Machine Learning
- Ethic and fairness of Machine Learning
- Interpretable Machine Learning
- Grammar induction
- Kernel methods
- Bayesian methods
- Spectral methods
- Stochastic processes
- Ensemble learning and boosting
- Graphical models
- Gaussian process
- Neural networks and deep learning
- Learning theory
- Game theory
Optimization et related problems:
- Large-scale machine learning and optimization
- Optimization algorithms
- Distributed optimization
- Machine learning and structured data (spatio-temporal data, tree, graph)
- Classification with missing values
Applications:
- Social network analysis
- Temporal data analysis
- Bioinformatic
- Data mining
- Neuroscience
- Natural language processing
- Information retrieval
- Computer vision