Mathematics of Generative AI: Theory, Algorithms & Applications
Generative Artificial Intelligence (GenAI) is profoundly transforming the scientific and technological landscape, raising fundamental questions about the mathematical principles that underlie generative models, along with their potentialities and weaknesses. As a matter of fact, while deep learning architectures such as diffusion models, transformers, and variational autoencoders are achieving large success in generating complex data, a comprehensive understanding of their theoretical foundations remains an open and rapidly evolving field of inquiry
The aim of the MathGen Summit is to bring together international researchers (including early career) from different fields to foster a dialogue on the theoretical, algorithmic, and application-related aspects of GenAI techniques. The focus will be on the analysis and development of mathematical models and computational practices that explain, predict, or enhance generative behavior, encompassing areas such as:
Under the support of






Paola Causin, Department of Mathematics, University of Milan
Giovanni Naldi, Environmental and Science Department, University of Milan
Alessandro Benfenati, Environmental and Science Department, University of Milan
Alessio Marta, , Department of Mathematics, University of Milan
Elena Morotti, Department of Political and Social Science, University of Bologna
Andrea Sebastiani, Department of Informatics, Bioengineering, Robotics and Systems Engineering, University of Genova
Giovanni Alberti, Department of Mathematics, University of Genova