DONATO, Andrea Ant
 Distribuzione geografica
Continente #
EU - Europa 1.158
NA - Nord America 812
AS - Asia 508
SA - Sud America 138
AF - Africa 14
Totale 2.630
Nazione #
US - Stati Uniti d'America 798
RU - Federazione Russa 678
SG - Singapore 209
CN - Cina 172
IE - Irlanda 146
BR - Brasile 117
SE - Svezia 90
DE - Germania 61
GB - Regno Unito 58
HK - Hong Kong 53
UA - Ucraina 48
FI - Finlandia 28
VN - Vietnam 22
FR - Francia 20
IN - India 10
BD - Bangladesh 9
AR - Argentina 8
IT - Italia 8
MX - Messico 6
TR - Turchia 6
CO - Colombia 5
IQ - Iraq 5
ZA - Sudafrica 5
CA - Canada 4
ES - Italia 4
IL - Israele 4
UZ - Uzbekistan 4
KE - Kenya 3
PL - Polonia 3
CL - Cile 2
CZ - Repubblica Ceca 2
EG - Egitto 2
JO - Giordania 2
JP - Giappone 2
MA - Marocco 2
NL - Olanda 2
PH - Filippine 2
PY - Paraguay 2
SK - Slovacchia (Repubblica Slovacca) 2
SV - El Salvador 2
AT - Austria 1
AZ - Azerbaigian 1
BG - Bulgaria 1
BO - Bolivia 1
EC - Ecuador 1
GE - Georgia 1
HN - Honduras 1
HR - Croazia 1
ID - Indonesia 1
KG - Kirghizistan 1
KH - Cambogia 1
KZ - Kazakistan 1
LT - Lituania 1
LV - Lettonia 1
MK - Macedonia 1
PE - Perù 1
PK - Pakistan 1
PT - Portogallo 1
RS - Serbia 1
SC - Seychelles 1
TN - Tunisia 1
TT - Trinidad e Tobago 1
TW - Taiwan 1
VE - Venezuela 1
Totale 2.630
Città #
Moscow 176
Dublin 146
Jacksonville 109
Dallas 104
Chandler 98
Beijing 86
Singapore 85
Nyköping 84
Ashburn 80
Hong Kong 53
Lancaster 46
The Dalles 37
Los Angeles 27
Princeton 21
Cambridge 20
Dearborn 19
Lauterbourg 19
Munich 19
Des Moines 18
Medford 18
San Jose 16
São Paulo 11
Boardman 10
Buffalo 10
Ho Chi Minh City 8
Guangzhou 7
Woodbridge 7
Ann Arbor 6
Tianjin 6
Turku 6
Hanoi 5
Jinan 5
Nanjing 5
Rio de Janeiro 5
Seattle 5
Shenyang 5
Wilmington 5
Hangzhou 4
Orem 4
Tashkent 4
Zhengzhou 4
Belo Horizonte 3
Borgosesia 3
Brasília 3
Brooklyn 3
Changsha 3
Frankfurt am Main 3
Hebei 3
Houston 3
Nairobi 3
New Delhi 3
San Francisco 3
San Mateo 3
Sankt Ingbert 3
Santa Clara 3
Sorocaba 3
Warsaw 3
Amman 2
Amsterdam 2
Auburn Hills 2
Boston 2
Bratislava 2
Cairo 2
Campinas 2
Campos dos Goytacazes 2
Denver 2
Dhaka 2
Edinburgh 2
Elk Grove Village 2
Fortaleza 2
Fuzhou 2
Goiânia 2
Guarulhos 2
Haikou 2
Helsinki 2
Indaiatuba 2
Itajaí 2
Itapira 2
Jiaxing 2
Luján 2
Madrid 2
Manaus 2
Mexico City 2
Nanchang 2
Pune 2
Rome 2
Saltillo 2
Salvador 2
Stockholm 2
Taiyuan 2
Tokyo 2
Toronto 2
Uberlândia 2
Alagoinhas 1
Amparo 1
Ankara 1
Aparecida de Goiânia 1
Apucarana 1
Aragoiânia 1
Araruama 1
Totale 1.530
Nome #
Exceptionality condition and linearization procedure for a third order non linear PDE 159
Approximate Asymptotic Symmetries 149
Similarity solutions and asymptotic waves 147
Linearization of completely exceptional second order hyperbolic conservative equations 144
Exceptionality condition and linearization of hyperbolic equations 142
Quasilinear hyperbolic systems: reduction to autonomous form and wave propagation 139
On some first order systems reducible to Monge-Ampére equations and their linearization 136
On a possible model to explain phytoplankton blooms produced by a receding ice edge 135
Nonlinear Waves propagating into a non constant state 133
REDUCTION TO AUTONOMOUS FORM BY GROUP-ANALYSIS AND EXACT- SOLUTIONS OF AXISYMMETRICAL MHD EQUATIONS 132
Nonlinear Hyperbolic Problems: Theoretical, Applied and Computational Aspects. Proceedings of the Fourth International Conference on Hyperbolic Problems, Taormina, Italy, April 3 to 8, 1992 132
When nonautonomous equations are equivalent to autonomous ones 130
How to use canonical variables to linearize systems of partial differential equations 129
The Monge-Ampère equation and its connection with systems of hydrodynamic type. 124
Proceedings "Wascom 99" 10th Conference on Waves and Stability in Continuous Mesi 122
Linearization procedure of nonlinear first order system of partial differential equations by means of canonical variables related to Lie groups of point transformations 121
Waves features related to a mathematical model of hypoplasticity 120
Approximate invariant solutions to dissipative systems 119
How to Build up Variable Transformations Allowing to Map Non-Linear Hyperbolic Equations into Autonomous or Linear Ones 118
Reduction to autonomous form by means of canonical variables 104
Totale 2.635
Categoria #
all - tutte 7.773
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 7.773


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/202110 0 0 0 0 0 0 0 0 0 8 1 1
2021/2022121 1 36 4 2 0 0 2 5 1 0 23 47
2022/2023412 21 33 34 27 29 44 4 26 178 3 13 0
2023/202498 11 15 8 25 10 16 0 8 0 4 0 1
2024/2025394 5 5 8 28 10 1 2 97 86 29 42 81
2025/20261.211 48 60 114 40 116 304 130 178 192 29 0 0
Totale 2.635