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COLANGELI Matteo

I did my Ph.D. at ETH Zurich (Switzerland), where I focused on the derivation of hydrodynamic laws from the Boltzmann equation in the regime of large Knudsen numbers. Afterwards, I have been a postdoc first in the Physics Dept. of K.U. Leuven (Belgium), where I worked on the linear response theory for stochastic dynamics, and then at the School of Mathematical Sciences at Queen Mary University of London (U.K.), where I did research on the theory of Fluctuation Relations for chaotic dynamical systems.

I then worked as a Research Associate in the Mathematics Dept. of Turin Polytechnic (Italy), where I investigated the statistical properties of electronic transport in quantum disordered systems. In November 2014 I joined the GSSI, where I am currently working on the use of cluster expansion techniques in the study of the Lebowitz-Penrose limit for highly anisotropic systems.

My research interests span, hence, a rather broad domain, ranging from the study of Fluctuation Theorems and Fluctuation-Response relations in non-equilibrium systems, to the derivation of rigorous results in equilibrium statistical mechanics. 

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