PASQUAZZI, LEO
 Distribuzione geografica
Continente #
NA - Nord America 2.913
EU - Europa 2.526
AS - Asia 790
OC - Oceania 11
AF - Africa 10
SA - Sud America 8
Continente sconosciuto - Info sul continente non disponibili 2
Totale 6.260
Nazione #
US - Stati Uniti d'America 2.849
IT - Italia 869
DE - Germania 554
CN - Cina 282
SE - Svezia 270
UA - Ucraina 183
IE - Irlanda 162
VN - Vietnam 160
RU - Federazione Russa 152
SG - Singapore 136
GB - Regno Unito 106
HK - Hong Kong 95
CA - Canada 62
FR - Francia 43
IN - India 42
AT - Austria 41
FI - Finlandia 39
DK - Danimarca 37
ID - Indonesia 27
NL - Olanda 22
TR - Turchia 14
BE - Belgio 13
CH - Svizzera 10
IR - Iran 9
PK - Pakistan 8
PL - Polonia 8
AU - Australia 6
BR - Brasile 5
ES - Italia 5
NZ - Nuova Zelanda 5
JP - Giappone 4
KR - Corea 4
MT - Malta 4
RO - Romania 3
TW - Taiwan 3
CL - Cile 2
CZ - Repubblica Ceca 2
EU - Europa 2
MY - Malesia 2
SN - Senegal 2
TG - Togo 2
TH - Thailandia 2
ZA - Sudafrica 2
AE - Emirati Arabi Uniti 1
BG - Bulgaria 1
BM - Bermuda 1
CR - Costa Rica 1
LU - Lussemburgo 1
MA - Marocco 1
MU - Mauritius 1
NG - Nigeria 1
QA - Qatar 1
SC - Seychelles 1
SK - Slovacchia (Repubblica Slovacca) 1
VE - Venezuela 1
Totale 6.260
Città #
Ann Arbor 903
Frankfurt am Main 468
Milan 283
Chandler 211
Jacksonville 193
Woodbridge 192
Wilmington 177
Dearborn 162
Dublin 156
Fairfield 150
Singapore 114
Ashburn 100
New York 99
Houston 92
Hong Kong 90
Dong Ket 87
Princeton 76
Nanjing 63
Rome 54
Vienna 39
Cambridge 37
Seattle 36
Lachine 31
Jakarta 26
Beijing 25
Santa Clara 25
Shanghai 21
Guangzhou 19
Nanchang 19
Hebei 15
Shenyang 15
Fremont 14
Tianjin 14
Boardman 13
Andover 12
Brussels 12
Lawrence 11
Monza 11
Toronto 11
Brescia 10
Hangzhou 10
San Diego 10
Verona 10
Changsha 9
Como 9
Jinan 9
Marnate 9
Ottawa 9
Brugherio 8
Karachi 8
Kunming 8
Parma 8
Zurich 8
Amsterdam 7
Auburn Hills 7
Helsinki 7
Kiev 7
Phoenix 7
Turin 7
Altamura 6
Colle di Compito 6
Desio 6
Edmonton 6
Huizen 6
London 6
Manerbio 6
Mountain View 6
Ningbo 6
Orte 6
Washington 6
Ancona 5
Chengdu 5
Dallas 5
Jiaxing 5
Meda 5
Norwalk 5
Taranto 5
Zhengzhou 5
Ardea 4
Bari 4
Caluso 4
Cernusco 4
Dalmine 4
Falls Church 4
Lodi 4
Luisago 4
Melzo 4
Milazzo 4
Montreal 4
Nürnberg 4
Sacramento 4
San Jose 4
Saronno 4
Sliema 4
Torino 4
Villasanta 4
Ankara 3
Central District 3
Cinisello Balsamo 3
Cisano Bergamasco 3
Totale 4.433
Nome #
Components of Gini, Bonferroni, and Zenga Inequality Indexes for EU Income Data 414
Weak convergence theory for Poisson sampling designs 320
Functional Central Limit Theorems for Conditional Poisson sampling Designs 307
Contributions from Factor Components to the Gini, Bonferroni and Zenga inequality indexes: an application to income data from EU countries 293
An empirical analysis about the impact of income components on inequality in European countries 279
A comparison between nonparametric estimators for finite population distribution functions 250
null 246
Regressione 242
Modelli probabilistici 234
More on M.M. Zenga's new three-parameter distribution for nonnegative variables 230
Inference for performance measures for financial assets 198
Asymptotic confidence intervals for a new inequality measure 187
Zenga's new index of economic inequality, its estimation, and an analysis of incomes in Italy 187
Asymptotic Confidence Intervals for a New Inequality Measure 174
Minimum Sample Sizes in Asymptotic Confidence Intervals for Gini’s Concentration Index 171
Parametric versus nonparametric inference on Zenga index of inequality: Issues and evidence from survey data 151
Inferenza Statistica - Slides per un corso introduttivo 139
Capital income inequality: evidences from ECHP data 137
Contrasting the Gini and Zenga indices of economic inequality 137
Minimum sample sizes in asymptotic confidence intervals for Gini's inequality measure 133
First applications of a new three-parameter distribution for non-negative variables 121
Minimum Sample Sizes in Asymptotic Confidence Intervals for Gini's Concentration Index 119
Asymptotic Theory for Zenga's New Index of Economic Inequality 117
Heavy tailed capital incomes: Zenga index, statistical inference, and ECHP data analysis 117
More on M.M. Zenga’s new three-parameter distribution for non-negative variables 116
A new estimator for a finite population distribution function in the presence of complete auxiliary information 116
Not all measures of income inequality are equal: A comparison between the Gini and the Zenga 115
Asymptotic Confidence Intervals for a New Inequality Measure 113
Estimation of Zenga’s new index of Economic Inequality in heavy tailed populations 113
Contributions from income components to Zenga’s point and synthetic inequality measures: an application to EU countries 107
Quantile Estimation with Auxiliary Information: Simulation Results 106
Not all measures of income inequality are equal: A comparison between the Gini and the Zenga 106
Estimating Gini's and Zenga's inequalities on the ECHP dataset 105
Konfidenzintervalle für einen neuen Ungleichverteilungskoeffizienten 104
A new estimator for a finite population cdf in presence of auxiliary information 102
Dagum confidence intervals for inequality measures 101
Cross-regional results on income inequality in Italy:issues and evidence from survey data 99
eSSVI Surface Calibration 93
A Finite Population CDF-Estimator for a General Nonparametric Superpopulation Model 91
Fitting Zenga's new model to real income data 76
A Note about Characterization of Calendar Spread Arbitrage in eSSVI Surfaces 37
Modelli probabilistici 25
Totale 6.628
Categoria #
all - tutte 18.143
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 18.143


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/2020797 0 0 0 0 110 134 187 66 96 106 87 11
2020/20211.184 55 20 112 108 70 105 93 81 148 103 74 215
2021/2022582 62 85 60 66 23 59 21 43 38 21 25 79
2022/20231.195 122 290 116 125 121 168 17 62 59 34 32 49
2023/2024765 46 32 26 27 94 173 143 11 70 20 26 97
2024/2025452 93 172 109 61 17 0 0 0 0 0 0 0
Totale 6.628