statistiche ricercatore

Continente	#
NA - Nord America	673
AS - Asia	281
EU - Europa	248
SA - Sud America	51
Continente sconosciuto - Info sul continente non disponibili	39
AF - Africa	8
Totale	1.300

Nazione	#
US - Stati Uniti d'America	642
SG - Singapore	131
IT - Italia	71
CN - Cina	66
RU - Federazione Russa	51
BR - Brasile	33
VN - Vietnam	27
FI - Finlandia	24
CA - Canada	21
DE - Germania	21
KR - Corea	15
LT - Lituania	14
FR - Francia	13
GB - Regno Unito	13
LV - Lettonia	12
ID - Indonesia	8
AR - Argentina	7
IN - India	7
HK - Hong Kong	6
SE - Svezia	6
BD - Bangladesh	4
ES - Italia	4
NL - Olanda	4
PL - Polonia	4
BG - Bulgaria	3
CR - Costa Rica	3
IL - Israele	3
MA - Marocco	3
MX - Messico	3
UA - Ucraina	3
BW - Botswana	2
CL - Cile	2
CO - Colombia	2
EC - Ecuador	2
IQ - Iraq	2
KE - Kenya	2
MY - Malesia	2
PH - Filippine	2
SV - El Salvador	2
TR - Turchia	2
UZ - Uzbekistan	2
VE - Venezuela	2
AE - Emirati Arabi Uniti	1
BN - Brunei Darussalam	1
BO - Bolivia	1
BS - Bahamas	1
BY - Bielorussia	1
CG - Congo	1
CH - Svizzera	1
CW - ???statistics.table.value.countryCode.CW???	1
CZ - Repubblica Ceca	1
GE - Georgia	1
GP - Guadalupe	1
MD - Moldavia	1
NO - Norvegia	1
NP - Nepal	1
PE - Perù	1
PY - Paraguay	1
XK - ???statistics.table.value.countryCode.XK???	1
Totale	1.263

Nome	#
New degrees of freedom for high-order Whitney approximations of Darcy’s flows	174
Computing weights for high order Whitney edge elements*	136
Towards nonuniform distributions of unisolvent weights for high-order Whitney edge elements	130
Small trees for high order whitney elements	106
High Order Whitney Forms on Simplices and the Question of Potentials	103
Basis for high order divergence-free finite element spaces	102
Whitney edge elements and the Runge phenomenon	102
Construction of a spanning tree for high-order edge elements	91
Minimal Sets of Unisolvent Weights for High Order Whitney Forms on Simplices	87
Flexible Weights for High Order Face Based Finite Element Interpolation	86
Weights for moments’ geometrical localization: a canonical isomorphism	84
Using the FES framework to derive new physical degrees of freedom for finite element spaces of differential forms	80
On incompressible magnetohydrodynamic equations in terms of differential forms	19
Totale	1.300

	Totale	Lug	Ago	Sett	Ott	Nov	Dic	Gen	Feb	Mar	Apr	Mag	Giu
2021/2022	37	0	0	0	0	7	2	3	10	4	2	2	7
2022/2023	55	5	1	6	0	2	12	1	0	7	6	11	4
2023/2024	76	4	3	9	4	8	18	3	9	0	5	6	7
2024/2025	300	2	2	27	38	19	31	6	25	26	60	34	30
2025/2026	538	53	21	75	70	62	27	80	9	42	61	24	14
2026/2027	221	14	28	56	109	14	0	0	0	0	0	0	0
Totale													1.300