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Staff

Federico Gollinucci

Ph.D. candidate in Scienze Matematiche , 39th cycle (2023-2026)
Department of Mathematical Sciences (DISMA)

Adjunct lecturer/Adjunct instructor

Adjunct lecturer/Adjunct instructor
Department of Mathematical Sciences (DISMA)

Profile

PhD

Research topic

Mathematical aspects of non-equilibrium statistical mechanics and applications: exact response theory, stochastic thermodynamics.

Tutors

Keywords

Fisica Matematica / Mathematical Physics
Meccanica statistica del disequilibrio e teorie cinetiche / Non-equilibrium statistical mechanics and kinetic theory

Biography

In my Master Thesis in Physics of Complex Systems (University of Turin, Italy) I dealt with both theoretical and computational aspects of stochastic climate models, studying a simple Energy Balance Model: I focused on how different noise laws affect the transitions between the two metastable states and how those results can be interpreted in terms of Climate Tipping Points using Early Warning Signals.
I'm currently pursuing a PhD in Mathematical Sciences at Politecnico di Torino, Italy, and my research interest mainly covers how Mathematical Physics can describe physical phenomena. Specifically, I'm working in two main areas in the field of non-equilibrium statistical mechanics.
I've been working on theoretical and applied Exact Response Theory, extending the theory to time-delayed systems and other systems.
I'm recently focusing on both mathematical and physical aspects of stochastic thermodynamics and optimal control for fractional processes.
Other personal interests also cover stochastic processes, stochastic differential equations, theoretical Climate Sciences and Meteorology, fields in which I'm open to new collaborations.

Teaching

Teachings

Bachelor of Science

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