Imperial College London

DrMicheleCoti Zelati

Faculty of Natural SciencesDepartment of Mathematics

Royal Society University Research Fellow (Senior Lecturer)
 
 
 
//

Contact

 

m.coti-zelati Website CV

 
 
//

Location

 

6M33Huxley BuildingSouth Kensington Campus

//

Summary

 

Summary

I am a Senior Lecturer in Analysis of Partial Differential Equations and a Royal Society University Research Fellow  at Imperial College. Please refer to my personal webpage here, which is more often maintained.

Selected Publications

Journal Articles

Bedrossian J, Coti Zelati M, Punshon-Smith S, et al., 2020, Sufficient Conditions for Dual Cascade Flux Laws in the Stochastic 2d Navier–Stokes Equations, Archive for Rational Mechanics and Analysis, Vol:237, ISSN:0003-9527, Pages:103-145

Zelati MC, Delgadino MG, Elgindi TM, 2020, On the Relation between Enhanced Dissipation Timescales and Mixing Rates, Communications on Pure and Applied Mathematics, Vol:73, ISSN:0010-3640, Pages:1205-1244

Zelati MC, Hairer M, 2020, A noise-induced transition in the Lorenz system

Coti Zelati M, Drivas TD, A stochastic approach to enhanced diffusion, Arxiv

Bedrossian J, Coti Zelati M, Vicol V, 2019, Vortex Axisymmetrization, Inviscid Damping, and Vorticity Depletion in the Linearized 2D Euler Equations, Annals of Pde, Vol:5, ISSN:2524-5317

Bedrossian J, Coti Zelati M, Punshon-Smith S, et al., 2019, A Sufficient Condition for the Kolmogorov 4/5 Law for Stationary Martingale Solutions to the 3D Navier–Stokes Equations, Communications in Mathematical Physics, Vol:367, ISSN:0010-3616, Pages:1045-1075

Coti Zelati M, Elgindi TM, Widmayer K, 2019, Enhanced dissipation in the Navier-Stokes equations near the Poiseuille flow

Bedrossian J, Coti Zelati M, 2017, Enhanced Dissipation, Hypoellipticity, and Anomalous Small Noise Inviscid Limits in Shear Flows, Archive for Rational Mechanics and Analysis, Vol:224, ISSN:0003-9527, Pages:1161-1204

Constantin P, Coti Zelati M, Vicol V, 2016, Uniformly attracting limit sets for the critically dissipative SQG equation, Nonlinearity, Vol:29, ISSN:0951-7715, Pages:298-318

More Publications