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FRANCO FLANDOLI

full professor

Italy

Research Interests

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Professors in Italy Professors in Fluid Mechanics Fluid Mechanics professors in Italy

About

Franco Flandoli is a full professor at the Scuola Normale Superiore di Pisa, Classe di Scienze, Italy. His research primarily focuses on mathematical modeling in the fields of turbulence, climate change, and stochastic processes, as demonstrated in his recent articles. Topics of his study include the Fokker Planck equation, particle aggregation under turbulence, and the dynamics of energy balance models in climate science.

Articles (23)

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GIANMARIO TESSITORE

University of Milano-Bicocca

ITALY

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FRANCO FLANDOLI

Research Interests

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Articles (23)

Stretching of polymers and turbulence: Fokker Planck equation, special stochastic scaling limit and stationary law

Stochastic modeling of Fourier modes in two-dimensional turbulence via filtered white noise

Stochastic transport by Gaussian noise

Stochastic Modelling of Small Turbulent Scales

A Non-inertial Model for Particle Aggregation Under Turbulence

On approximations of stochastic optimal control problems with an application to climate equations

Preface

Stochastic Fluid Mechanics and Boussinesq Hypothesis

Remarks on Regularization by Noise, Convex Integration and Spontaneous Stochasticity

A non-autonomous framework for climate change and extreme weather events increase in a stochastic energy balance model

Smoluchowski Coagulation Equation with Velocity Dependence

On the Boussinesq Hypothesis for a Stochastic Proudman–Taylor Model

Variational techniques for a one-dimensional energy balance model

Noise based on vortex structures in 2D and 3D

From additive to transport noise in 2D fluid dynamics

Quantifying the Statistical Relationships Between Flank Eruptions and Major Earthquakes at Mt. Etna Volcano (Italy)

Eddy heat exchange at the boundary under white noise turbulence

Nonautonomous attractors and Young measures

The KPP equation as a scaling limit of locally interacting Brownian particles

Delayed blow-up by transport noise

The Navier–Stokes–Vlasov–Fokker–Planck System as a Scaling Limit of Particles in a Fluid

2D Euler Equations with Stratonovich Transport Noise as a Large-Scale Stochastic Model Reduction

Renormalized Onsager functions and merging of vortex clusters

Collaborators (6)

Giuseppina Guatteri

Piermarco Cannarsa

Tobias Kuna

Andrea Zanoni

Ruojun Huang

GIANMARIO TESSITORE

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