ERC Advanced Grant · 2018
Resonances and Zeta Functions in Smooth Ergodic Theory and Geometry
The objective of this research project is to develop new and original methods to address a number of fundamental questions in the development of smooth ergodic theory and dynamical systems. Furthermore, this theory will have important and diverse applications to many different areas of mathematics (in particular geometry, but also number theory and topology). The questions we are interested in are specifically related to the study of resonances, which characterise statistical properties of dynamical systems via the correlation function and the zeta function. The generality of the approach draws heavily on the PI's experience with the ergodic theory of hyperbolic systems, an area of research…
From the public funding record at EU CORDIS. Describes the funded project, not the reviews below.