IRIS
INNAMORATI, STEFANO
 Distribuzione geografica
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Continente #
NA - Nord America 2.608
EU - Europa 1.780
AS - Asia 1.097
SA - Sud America 122
AF - Africa 13
OC - Oceania 3
Continente sconosciuto - Info sul continente non disponibili 1
Totale 5.624
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Nazione #
US - Stati Uniti d'America 2.579
IT - Italia 521
SG - Singapore 439
IE - Irlanda 327
RU - Federazione Russa 317
CN - Cina 237
DE - Germania 166
TR - Turchia 151
HK - Hong Kong 116
SE - Svezia 108
BR - Brasile 107
GB - Regno Unito 101
VN - Vietnam 87
UA - Ucraina 81
FR - Francia 56
FI - Finlandia 54
IN - India 19
NL - Olanda 16
CA - Canada 15
BE - Belgio 13
IQ - Iraq 8
KR - Corea 6
BD - Bangladesh 5
ZA - Sudafrica 5
EC - Ecuador 4
JP - Giappone 4
MX - Messico 4
PK - Pakistan 4
PL - Polonia 4
SA - Arabia Saudita 4
AR - Argentina 3
EG - Egitto 3
NP - Nepal 3
PH - Filippine 3
AT - Austria 2
ES - Italia 2
GT - Guatemala 2
HN - Honduras 2
IL - Israele 2
JM - Giamaica 2
PE - Perù 2
PF - Polinesia Francese 2
PY - Paraguay 2
SI - Slovenia 2
TN - Tunisia 2
UZ - Uzbekistan 2
AL - Albania 1
BB - Barbados 1
BG - Bulgaria 1
BT - Bhutan 1
CH - Svizzera 1
CL - Cile 1
CO - Colombia 1
CR - Costa Rica 1
ET - Etiopia 1
EU - Europa 1
GE - Georgia 1
GR - Grecia 1
KE - Kenya 1
KG - Kirghizistan 1
LK - Sri Lanka 1
LT - Lituania 1
LU - Lussemburgo 1
MD - Moldavia 1
MK - Macedonia 1
MN - Mongolia 1
MU - Mauritius 1
NI - Nicaragua 1
NZ - Nuova Zelanda 1
PR - Porto Rico 1
PT - Portogallo 1
QA - Qatar 1
RO - Romania 1
SY - Repubblica araba siriana 1
UY - Uruguay 1
VE - Venezuela 1
Totale 5.624
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Città #
Dallas 470
Dublin 327
Jacksonville 325
Chandler 306
Singapore 263
San Jose 189
Ashburn 130
Hong Kong 115
Boardman 108
Santa Clara 108
Izmir 76
Ann Arbor 70
The Dalles 68
New York 63
Rome 62
San Mateo 59
Lana 58
Nanjing 58
Wilmington 52
Moscow 44
Lawrence 43
Princeton 43
Lauterbourg 32
Los Angeles 29
L’Aquila 29
Pescara 27
Hanoi 26
Munich 26
Bergamo 24
Bremen 24
Council Bluffs 23
Ho Chi Minh City 23
Mountain View 23
Milan 21
Nanchang 19
Beijing 18
Woodbridge 18
Orem 17
Rovereto 17
Verona 16
Amsterdam 15
Des Moines 15
Kitzingen 15
Tianjin 15
Hefei 14
São Paulo 14
Brussels 13
Helsinki 12
Jiaxing 12
Aquila 11
Jinan 11
Mezzolombardo 10
Sant'onofrio 10
Seattle 10
Shenyang 10
Brooklyn 9
Hebei 9
Basciano 8
Manchester 8
Denver 7
Frankfurt am Main 7
Kunming 7
Naples 7
Trento 7
Venezia 7
Auburn Hills 6
Campobasso 6
Haiphong 6
Montreal 6
Norwalk 6
San Michele all'Adige 6
Secinaro 6
Torano Nuovo 6
Belluno 5
Berlin 5
Changsha 5
Chieti 5
Città Sant'Angelo 5
Da Nang 5
Johannesburg 5
Kaiserslautern 5
London 5
Rio de Janeiro 5
Ala 4
Dong Ket 4
Fremont 4
Iesi 4
Lappeenranta 4
Montesilvano Marina 4
Philadelphia 4
Phoenix 4
Pune 4
San Francisco 4
Shanghai 4
Tocco da Casauria 4
Tokyo 4
Turku 4
Ankara 3
Bolzano 3
Caruaru 3
Totale 3.875
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Nome #
Partitioning AG(2,q), q≡7 mod 12, into Möbius-Kantor Configurations and One Point 335
In AG(3,q) any q^2-set of class [0,m,n]_2 containing a line is a cylinder 171
Sets of type (q-1, n) in PG(3, q) 168
A combinatorial characterization of the Hermitian surface 167
In AG(3,q) any q^2-set of class [1,m,n]_2 is a cap 163
A characterization of the non-Baer lines of a Hermitian surface 151
ON THE PARAMETERS OF TWO-INTERSECTION SETS IN PG(3,q) 141
On two character (q^7+q^5+q^2+1)-sets in PG(4,q^2) 139
Classifying sets of class [1, q + 1, 2q + 1, q^2 + q + 1]_2 in PG(r, q), r >= 3. 137
A characterization of the lines external to a hyperbolic quadric in PG(3,q) 135
A characterization of the set of internal points of a conic in PG(2,q), q odd 133
Minimum blocking configurations 129
A note on sets of type (0,mq,2mq)_2 in PG(3, q) 127
On irreducible blocking sets in projective planes 124
Some remarks on minimal blocking sets 122
On sets of class [1,q+1,2q+1]_2 in PG(3,q) 121
Hyperclassification of remote sensing images 117
In PG(3,q), q=p^h a prime power and h having no odd factor, any (q^2+1)-set of class [0,m,n]_1 is an ovoid and any (q^2+q+1)-set of class [1,m,n]_2 containing at least two lines is either a plane or a cone projecting an oval from a point 116
A Combinatorial Characterization of H(4, q2)† 115
A characterization of the planes secant to a non-singular quadric in PG(4,q) 115
Esploriamo la geometria combinatoria 114
A combinatorial characterization of the Baer and the unital cone in PG(3 , q2) 111
The yin-yang structure of the affine plane of order four 110
The shape of the (15,3)-arc of PG(2,7) 110
Constructing Steiner triple systems partially embedded in a projective plane 104
Arcs and blocking sets in symmetric designs 103
Minimal Blocking Sets in PG(2,8) and Maximal Partial Spreads in PG(3,8) 101
Note on cipher hypersystem 101
A property equivalent to exchange property in Matroids 100
The spectrum of minimal blocking sets 99
Steiner Key Distribution Patterns 95
Sets of type (q+2,n) in PG(3,q) 94
Generalized designs, linear spaces, hypergroupoids and algebraic cryptography 94
Difference Equations and Hamming Codes 93
Note on a characterization of Segre variety in PG(r,q) 93
Irreducible blocking sets in the projective plane of order five. 92
The non-existence of certain large minimal blocking sets 92
On sets of fixed parity in Steiner systems 89
A characterization of the set of lines either external to or secant to an ovoid in PG(3,q) 87
A combinatorial characterization of quadrics 84
Low-density burst error locating/correcting linear codes 83
Low-density CT burst error-locating linear codes 82
4-blocked Hadamard 3-designs 82
On Segre variety 78
Largest Minimal Blocking Sets in PG(2,8) 77
On blocking sets of smallest cardinality in the projective plane of order seven 77
Remarks on hypergroupoids and cryptography 73
Note on Discovering Doily in PG(2,5) 66
Classifying sets of type (4,n) in PG(3,q) 58
Symmetric Point Sets with Few Intersection Numbers in PG(r,q) 53
Quasi-Configurations Derived by Special Arrangements of Lines 51
Minimal Blocking Sets Arising from Joining Some of the Smallest Singer Orbits 15
Totale 5.687
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Categoria #
all - tutte 21.107
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 21.107
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/2021126 0 0 0 0 0 0 0 0 0 21 80 25
2021/2022269 16 26 41 18 14 6 9 23 16 6 16 78
2022/2023935 64 55 29 83 96 95 4 61 403 6 21 18
2023/2024288 27 8 12 35 22 71 22 19 0 10 5 57
2024/2025971 17 21 117 36 122 67 179 72 155 33 88 64
2025/20261.860 109 147 426 189 93 139 260 75 190 232 0 0
Totale 5.687