IRIS
SPIRITO, STEFANO
 Distribuzione geografica
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Continente #
NA - Nord America 1.114
EU - Europa 620
AS - Asia 302
Continente sconosciuto - Info sul continente non disponibili 4
SA - Sud America 2
OC - Oceania 1
Totale 2.043
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Nazione #
US - Stati Uniti d'America 1.112
IE - Irlanda 267
CN - Cina 133
SE - Svezia 101
SG - Singapore 90
TR - Turchia 59
DE - Germania 50
UA - Ucraina 50
IT - Italia 48
GB - Regno Unito 40
FI - Finlandia 18
FR - Francia 13
CZ - Repubblica Ceca 12
BE - Belgio 11
IN - India 11
RO - Romania 5
A2 - ???statistics.table.value.countryCode.A2??? 3
IQ - Iraq 3
CA - Canada 2
NP - Nepal 2
VN - Vietnam 2
AT - Austria 1
AU - Australia 1
BD - Bangladesh 1
BG - Bulgaria 1
BO - Bolivia 1
BR - Brasile 1
EU - Europa 1
HU - Ungheria 1
IR - Iran 1
LI - Liechtenstein 1
RU - Federazione Russa 1
Totale 2.043
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Città #
Chandler 297
Dublin 265
Jacksonville 220
Singapore 72
Boardman 55
Ann Arbor 53
Izmir 48
Ashburn 46
Nanjing 42
Lawrence 37
Princeton 37
New York 34
Wilmington 29
San Mateo 26
Nanchang 15
Woodbridge 15
Milan 14
Brussels 11
Pune 10
L'aquila 9
Olomouc 9
Shenyang 9
Washington 9
Hebei 8
Los Angeles 8
Norwalk 7
Verona 7
Jiaxing 5
Kunming 5
Santa Clara 5
Tianjin 5
Auburn Hills 4
Cedar Knolls 4
Changsha 4
Dallas 4
Taizhou 4
Brno 3
Des Moines 3
Guangzhou 3
Kitzingen 3
Mountain View 3
Ningbo 3
Serra 3
Shanghai 3
Zhengzhou 3
Chieti 2
Dong Ket 2
Helsinki 2
Jinan 2
Kathmandu 2
Lanzhou 2
Mankato 2
Naples 2
Shenzhen 2
Baghdad 1
Beijing 1
Budapest 1
Buffalo 1
Changchun 1
Clearwater 1
Duncan 1
Edinburgh 1
Edmonton 1
Falls Church 1
Foshan 1
Hangzhou 1
Hanover 1
Iasi 1
Lappeenranta 1
Livorno 1
London 1
Menlo Park 1
Miami 1
Munich 1
Ottawa 1
Pescara 1
Piacenza 1
Redwood City 1
Reghin 1
Rome 1
Seattle 1
Sofia 1
Stockholm 1
Suceava 1
São Paulo 1
Tappahannock 1
Vaduz 1
Vienna 1
Wallsend 1
Totale 1.512
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Nome #
On the construction of suitable weak solutions to the 3D Navier–Stokes equations in a bounded domain by an artificial compressibility method 108
Weak solutions to the Navier-Stokes equations constructed by semi-discretization are suitable 97
Eulerian and Lagrangian solutions to the continuity and Euler equations with L1vorticity 92
Logarithmic estimates for continuity equations 85
Strong continuity for the 2D euler equations 79
Splash singularities for a 2D Oldroyd-B model with nonlinear Piola-Kirchhoff stress 73
Solutions of the Navier-Stokes equations constructed by artifi cial compressibility approximation are suitable 71
ON INVISCID LIMITS FOR THE NAVIER-STOKES EQUATIONS WITH SLIP BOUNDARY CONDITIONS INVOLVING THE VORTICITY 69
Failure of the chain rule for the divergence of bounded vector fields 67
Renormalized solutions to the continuity equation with an integrable damping term 65
Weak solutions of Navier-Stokes equations constructed by artificial compressibility method are suitable 63
Non-uniqueness and prescribed energy for the continuity equation 59
On the Vanishing Viscosity Limit of 3D Navier-Stokes Equations under Slip Boundary Conditions in General Domains 58
An elementary approach to the inviscid limits for the 3D Navier-Stokes equations with slip boundary conditions and applications to the 3D Boussinesq equations 56
On the compactness of weak solutions to the Navier–Stokes–Korteweg equations for capillary fluids 56
A remark on the Euler equations in dimension two 55
Vanishing dielectric constant regime for the Navier Stokes Maxwell equations 54
On the Boussinesq system: regularity criteria and singular limits 52
Global Existence of Finite Energy Weak Solutions of Quantum Navier-“Stokes Equations 51
Splash singularity for a free-boundary incompressible viscoelastic fluid model 50
Suitable weak solutions of the Navier–Stokes equations constructed by a space–time numerical discretization 49
Splash Singularities for a General Oldroyd Model with Finite Weissenberg Number 49
Quasiconvex elastodynamics: weak-strong uniqueness for measure-valued solutions 48
Splash singularity for a free-boundary incompressible viscoelastic fluid model 48
Suitable weak solutions to the 3D Navier–Stokes equations are constructed with the Voigt approximation 47
Weak Solutions Obtained by the Vortex Method for the 2D Euler Equations are Lagrangian and Conserve the Energy 46
Smooth approximation is not a selection principle for the transport equation with rough vector field 46
On the compactness of finite energy weak solutions to the quantum Navier-Stokes equations 44
Renormalized solutions of the 2d euler equations 43
Smooth approximations of rough vector fields and the selection of flows 43
On the convergence of a fully discrete scheme of LES type to physically relevant solutions of the incompressible Navier–Stokes 41
Strong Convergence of the Vorticity for the 2D Euler Equations in the Inviscid Limit 38
Corrigendum: Quasiconvex Elastodynamics: Weak-Strong Uniqueness for Measure-Valued Solutions 37
On the existence of Leray-Hopf weak solutions to the Navier-Stokes equations 36
Global existence of weak solutions to the Navier-Stokes-Korteweg equations 36
Relaxation Limit from the Quantum Navier-Stokes Equations to the Quantum Drift-Diffusion Equation 34
Global existence of finite energy weak solutions to the Quantum Navier-Stokes equations with non-trivial far-field behavior 33
Convergence of second-order in time numerical discretizations for the evolution Navier-Stokes equations 19
Existence and uniqueness for a viscoelastic Kelvin-Voigt model with nonconvex stored energy 8
Strong convergence of the vorticity and conservation of the energy for the α-Euler equations 4
Totale 2.109
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Categoria #
all - tutte 9.343
article - articoli 0
book - libri 0
conference - conferenze 0
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 9.343
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/2020112 0 0 0 3 0 24 28 1 25 3 2 26
2020/2021271 5 25 6 28 45 8 37 1 36 13 57 10
2021/2022223 13 1 53 14 6 0 13 12 14 5 13 79
2022/2023762 47 54 11 73 56 84 0 60 345 4 18 10
2023/2024198 25 8 18 11 12 85 7 6 1 5 3 17
2024/2025158 47 32 74 5 0 0 0 0 0 0 0 0
Totale 2.109