statistiche ricercatore

Continente	#
NA - Nord America	921
AS - Asia	267
EU - Europa	248
SA - Sud America	38
Continente sconosciuto - Info sul continente non disponibili	37
AF - Africa	24
OC - Oceania	1
Totale	1.536

Nazione	#
US - Stati Uniti d'America	899
CN - Cina	84
SG - Singapore	80
IT - Italia	73
IE - Irlanda	45
VN - Vietnam	36
BR - Brasile	35
RU - Federazione Russa	34
HK - Hong Kong	25
FR - Francia	24
DE - Germania	16
ZA - Sudafrica	15
SE - Svezia	14
FI - Finlandia	9
IN - India	9
GB - Regno Unito	8
MX - Messico	7
CA - Canada	6
PL - Polonia	6
IS - Islanda	5
JP - Giappone	5
BD - Bangladesh	4
HN - Honduras	4
AE - Emirati Arabi Uniti	3
AR - Argentina	3
AT - Austria	3
CH - Svizzera	3
IQ - Iraq	3
PK - Pakistan	3
TR - Turchia	3
DZ - Algeria	2
PH - Filippine	2
SA - Arabia Saudita	2
BZ - Belize	1
CG - Congo	1
CY - Cipro	1
CZ - Repubblica Ceca	1
DM - Dominica	1
DO - Repubblica Dominicana	1
EE - Estonia	1
EG - Egitto	1
EU - Europa	1
GR - Grecia	1
JO - Giordania	1
LA - Repubblica Popolare Democratica del Laos	1
LK - Sri Lanka	1
MA - Marocco	1
MU - Mauritius	1
MY - Malesia	1
NG - Nigeria	1
NI - Nicaragua	1
NL - Olanda	1
NO - Norvegia	1
NZ - Nuova Zelanda	1
OM - Oman	1
PA - Panama	1
RE - Reunion	1
RS - Serbia	1
SK - Slovacchia (Repubblica Slovacca)	1
TN - Tunisia	1
TW - Taiwan	1
UA - Ucraina	1
UZ - Uzbekistan	1
Totale	1.500

Nome	#
Linear programming for Wasserstein barycenters	377
On the computation of the infinity Wasserstein distance and the Wasserstein Projection Problem	153
Computing Kantorovich-Wasserstein Distances on d-dimensional histograms using (d + 1)-partite graphs	142
Computing Wasserstein Barycenters via Linear Programming	138
The equivalence of Fourier-based and Wasserstein metrics on imaging problems	100
Efficient methods for Discrete Optimal Transport	99
A SAT Encoding to Compute Aperiodic Tiling Rhythmic Canons	94
The Maximum Nearby Flow Problem	86
On the Structure of Optimal Transportation Plans between Discrete Measures	78
Computing aperiodic tiling rhythmic canons via SAT models	74
The Fourier Discrepancy Function	71
Measuring inequality in high dimensions: a Gini-based approach	41
Measuring Multivariate Divergences to Improve Neural Network Performances	21
On rank graduation metrics for high-dimensional ordinal data	15
Extending the Gini index to higher dimensions via whitening processes	14
Multivariate Gini-type discrepancies	11
How to Measure Multidimensional Variation?	9
From kinetic theory to AI: A rediscovery of high-dimensional divergences and their properties	8
Generalized Galton’s boards explain social phenomena via statistical physics	5
Totale	1.536

	Totale	Lug	Ago	Sett	Ott	Nov	Dic	Gen	Feb	Mar	Apr	Mag	Giu
2021/2022	37	0	0	0	7	0	3	0	1	3	4	5	14
2022/2023	97	9	9	3	2	9	8	0	3	46	5	3	0
2023/2024	62	2	11	4	1	7	12	2	5	1	4	6	7
2024/2025	176	6	9	14	6	4	13	9	13	46	9	23	24
2025/2026	958	29	17	507	64	50	24	77	26	64	57	16	27
2026/2027	122	15	40	27	40	0	0	0	0	0	0	0	0
Totale													1.536