Talks and presentations

Invited talks

WhenWhereConferenceTitle
Feb. 2026 PRISMA seminarLa rivoluzione dell’analisi stocastica pathwise
Gen. 2026University of PaviaRenormalization from Quantum Field Theory to Statistical Mechanics and Complex SystemsThe semigroup of an Itô diffusion as an exotic B-series
Gen. 2026University of Trento Representation of the semigroup for Itô diffusions via (multi-indices) exotic B-series and Feynman diagrams
Dec. 2025Université De LorraineOperads, Symmetries for QFT and Singular SPDEsRepresentation of the semigroup for Itô diffusions via (multi-indices) exotic B-series and Feynman diagrams
Oct 2025LPSM, Sorbonne UniversitéGdT “les probas du vendredi”Path integral expectation for 1-D Itô diffusions
May 2024Université De bretagne OccidentaleRencontre ANR 2024An interactive field approach to the stochastic sine-Gordon model
April 2024University of Potsdam Convergence results in the stochastic sine-Gordon model: An algebraic viewpoint
December 2022University of Genova Stochastic nonlinear Schrödinger equation from an algebraic and microlocal viewpoint
December 2022University of Trento Stochastic nonlinear Schrödinger equation, an algebraic point of view
October 2022University of Trento Algebraic formulation of the SDE-Path integral correspondence

Contributed talks

WhenWhereConferenceTitle
December 2024University of PotsdamAnalytical methods in interplay with physics, a workshop to explore Asymptotics, Randomness and NoncommutativityRenormalization, an extension problem
July 2024Saint-Flour, France52th Probability Summer SchoolA quantum field theory perspective on singular stochastic PDEs
December 2023Mathematisches Forschungsinstitut OberwolfachArbeitsgemeinschaft: QFT and Stochastic PDEH¨older-Besov spaces and space-time white noise
September 2023University of PaviaEnd-of-year seminarsWhat if Quantum Field Theory meets complex systems?
September 2022University of PaviaEnd-of-year seminarsA complex world
September 2022RavelloXLVII Summer school on mathematical physics - GNFMA microlocal and algebraic approach to SPDEs