Aniss Medbouhi

I started in 2022 a PhD in Computer Science specialized in Artificial Intelligence, under the supervision of Professor Danica Kragic Jensfelt.

My PhD research focuses mostly on hyberbolic geometric inference for hierarchical data analysis (or we could say "hyperbolic data analysis"), with some applications to biology and cognitive neuroscience.

Topics: geometric data analysis, non-Euclidean computational geometry, hyperbolic machine learning, applications to biology and neuroscience, topological data analysis, brain-computer interfaces.

My goal is to build some new tools in machine learning and data analysis using mathematics, and then, after this quite theoretical step which might take some years, hopefully apply that to solve concrete biomedical problems. I am particularly interested in neurorehabilitation. Please feel free to contact me if any interest!

Before to start the PhD:

Previously, I was a research engineer in Machine Learning and Brain-Computer Interface in the same lab supervised by Prof. Danica Kragic Jensfelt and Dr. Ali Ghadirzadeh. Before that, I realized my master thesis, also in the same lab, in Machine Learning and Topological Data Analysis supervised by Dr. Anastasiia Varava and Vladislav Polianskii.

I studied (mostly) mathematics and physics in scientific Classes Préparatoires aux Grandes Ecoles at the Lycée du Parc in Lyon (France), and then I integrated the Ecole Centrale Marseille (now called Ecole Centrale Méditerranée) where I studied General Engineering with a major in Biomedical Engineering. Also, during my 1st year at Ecole Centrale Marseille, in parallel with my engineering studies I got a B.Sc. in (pure) Mathematics from Aix-Marseille University. I continued my studies with a double degree at KTH Royal Institute of Technology through TIME (Top International Managers in Engineering) mobility, where I followed the courses of the master's degree in Machine Learning. Then, you already know... I stayed in Stockholm for my master thesis, research engineering position, and PhD..."la boucle est bouclée", or as a topologist might say,\(\beta_{1}^{my\ nonlinear\ story}=1\).