Romain VELTZ
My research is axed on descriptions and analysis of neural networks from the point of view of dynamical systems. My goal is to develop numerical / theoretical tools that allow an efficient study of these systems in order to draw predictions to be tested in experiments in neurobiology.
Session
08-13
17:15
15min
Recent improvements in the bifurcationkit ecosystem
Romain VELTZ
Bifurcation theory studies dynamical systems as functions of parameters and detects qualitative changes in their dynamical regimes. bifurcationkit is the main Julia organization dedicated to the numerical analysis of bifurcations in general dynamical systems, and it has been under steady development for over six years. In this talk, I will present recent improvements to the algorithms and API, and showcase high-performance applications.
Nonlinear and complex systems analysis with Julia
Tent — RW1