statistiche ricercatore

Continente	#
EU - Europa	1.112
NA - Nord America	1.084
AS - Asia	931
SA - Sud America	80
AF - Africa	10
OC - Oceania	8
Continente sconosciuto - Info sul continente non disponibili	1
Totale	3.226

Nazione	#
US - Stati Uniti d'America	1.063
SG - Singapore	321
GB - Regno Unito	312
CN - Cina	296
IT - Italia	146
DE - Germania	135
RU - Federazione Russa	124
UA - Ucraina	87
HK - Hong Kong	71
SE - Svezia	70
NL - Olanda	60
TR - Turchia	52
KR - Corea	51
FR - Francia	48
VN - Vietnam	45
BR - Brasile	44
IN - India	42
EU - Europa	39
IE - Irlanda	38
GR - Grecia	32
BD - Bangladesh	27
FI - Finlandia	27
CO - Colombia	20
PL - Polonia	14
CA - Canada	10
JP - Giappone	8
AR - Argentina	7
BE - Belgio	6
AU - Australia	5
EC - Ecuador	4
ID - Indonesia	3
MA - Marocco	3
MX - Messico	3
PK - Pakistan	3
BG - Bulgaria	2
CZ - Repubblica Ceca	2
ES - Italia	2
JM - Giamaica	2
KZ - Kazakistan	2
NI - Nicaragua	2
PS - Palestinian Territory	2
BA - Bosnia-Erzegovina	1
BB - Barbados	1
BF - Burkina Faso	1
BO - Bolivia	1
BY - Bielorussia	1
BZ - Belize	1
CH - Svizzera	1
CL - Cile	1
DK - Danimarca	1
DZ - Algeria	1
GA - Gabon	1
GT - Guatemala	1
HN - Honduras	1
HR - Croazia	1
IQ - Iraq	1
IR - Iran	1
KW - Kuwait	1
LB - Libano	1
MD - Moldavia	1
MY - Malesia	1
NG - Nigeria	1
NR - Nauru	1
NZ - Nuova Zelanda	1
PE - Perù	1
PH - Filippine	1
PW - Palau	1
RO - Romania	1
SD - Sudan	1
SX - ???statistics.table.value.countryCode.SX???	1
TH - Thailandia	1
TZ - Tanzania	1
UY - Uruguay	1
UZ - Uzbekistan	1
VE - Venezuela	1
ZA - Sudafrica	1
Totale	3.265

Nome	#
On large selforthogonal modules	172
Some results on Tilting Theory	168
On big tilting modules with a small orthogonal class	161
On a theorem by Alberto Tonolo	151
On tilting and cotilting-type modules	147
Why many modules have a functorial tilting/cotilting behaviour ?	147
On combinatorial properties of partial tilting objects	146
On the omnipresence of sincere partial tilting and/or cotilting modules	144
A Lemma on Indecomposable Reflexive Modules and Applications	143
On partial tilting modules and bounded complexes	137
Orthogonal classes and their more or less concealed subclasses	137
Comparing small orthogonal classes	135
Modules, bimodules and complexes with a rigid structure	132
Selforthogonal modules without obvious direct summands	130
Looking for indecomposable right bounded complexes	130
Small orthogonal classes associated to large selforthogonal modules	129
Looking for short complexes and bounded modules	129
On partial tilting modules and right bounded complexes	127
Symmetries and asymmetries for cotilting bimodules	119
On large selforthogonal modules	116
On partial tilting and/or cotilting modules	114
Cancellations, additions and Lego - type constructions	111
Orthogonal classes and their more or less concealed subclasses	110
Partial tilting complexes and beyond	107
Cancellations, additions and beyond	98
Right bounded complexes	97
Totale	3.437

	Totale	Lug	Ago	Sett	Ott	Nov	Dic	Gen	Feb	Mar	Apr	Mag	Giu
2021/2022	152	14	2	2	5	3	8	27	6	6	11	10	58
2022/2023	286	39	4	13	34	55	73	3	24	26	4	6	5
2023/2024	140	10	13	5	2	49	5	0	4	1	11	22	18
2024/2025	361	13	49	5	16	58	1	4	39	20	14	40	102
2025/2026	846	63	29	104	63	123	68	70	70	92	82	43	39
2026/2027	21	21	0	0	0	0	0	0	0	0	0	0	0
Totale													3.437

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