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Department of Applied Mathematics and Theoretical Physics

Publications

Global well-posedness for a rapidly rotating convection model of tall columnar structure in the limit of infinite Prandtl number
C Cao, Y Guo, ES Titi
– Journal of Evolution Equations
(2020)
1
Global regularity for a rapidly rotating constrained convection model of tall columnar structure with weak dissipation
C Cao, Y Guo, ES Titi
– Journal of Differential Equations
(2020)
269,
8736
Global well-posedness of the 3D primitive equations with horizontal viscosity and vertical diffusivity
C Cao, J Li, ES Titi
– Physica D: Nonlinear Phenomena
(2020)
412,
132606
Towards an End-to-End Analysis and Prediction System for Weather, Climate, and Marine Applications in the Red Sea
I Hoteit, Y Abualnaja, S Afzal, B Ait-El-Fquih, T Akylas, C Antony, C Dawson, K Asfahani, RJ Brewin, L Cavaleri, I Cerovecki, B Cornuelle, S Desamsetti, R Attada, H Dasari, J Sanchez-Garrido, L Genevier, M El Gharamti, JA Gittings, E Gokul, G Gopalakrishnan, D Guo, B Hadri, M Hadwiger, MA Hammoud, M Hendershott, M Hittawe, A Karumuri, O Knio, A Köhl, S Kortas, G Krokos, R Kunchala, L Issa, I Lakkis, S Langodan, P Lermusiaux, T Luong, J Ma, O Le Maitre, M Mazloff, S El Mohtar, VP Papadopoulos, T Platt, L Pratt, N Raboudi, M-F Racault, DE Raitsos, S Razak, S Sanikommu, S Sathyendranath, S Sofianos, A Subramanian, R Sun, E Titi, H Toye, G Triantafyllou, K Tsiaras, P Vasou, Y Viswanadhapalli, Y Wang, F Yao, P Zhan, G Zodiatis
– Bulletin of the American Meteorological Society
(2020)
1
Zero Mach Number Limit of the Compressible Primitive Equations: Well-Prepared Initial Data
X Liu, ES Titi
– Archive for Rational Mechanics and Analysis
(2020)
238,
705
Well-posedness of strong solutions to the anelastic equations of stratified viscous flows
X Liu, ES Titi
– Journal of Mathematical Fluid Mechanics
(2020)
22,
39
On the Well-posedness of Reduced $3D$ Primitive Geostrophic Adjustment Model with Weak Dissipation
C Cao, Q Lin, ES Titi
– Journal of Mathematical Fluid Mechanics
(2020)
22,
32
Global well-posedness for the primitive equations coupled to nonlinear moisture dynamics with phase changes
S Hittmeir, R Klein, J Li, ES Titi
– Nonlinearity
(2020)
33,
3206
Non-uniqueness of weak solutions to hyperviscous Navier–Stokes equations: on sharpness of J.-L. Lions exponent
T Luo, ES Titi
– Calculus of Variations and Partial Differential Equations
(2020)
59,
92
Uniform in time error estimates for a finite element method applied to a downscaling data assimilation algorithm for the navier-stokes equations
B García-Archilla, J Novo, ES Titi
– SIAM Journal on Numerical Analysis
(2020)
58,
410
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Room

G1.12

Telephone

01223 337871