CASALI, Maria Rita
 Distribuzione geografica
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Continente #
NA - Nord America 7.686
EU - Europa 3.933
AS - Asia 1.558
SA - Sud America 17
Continente sconosciuto - Info sul continente non disponibili 12
OC - Oceania 9
AF - Africa 4
Totale 13.219
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Nazione #
US - Stati Uniti d'America 7.660
GB - Regno Unito 1.353
IT - Italia 785
SE - Svezia 529
CN - Cina 460
DE - Germania 415
HK - Hong Kong 400
SG - Singapore 387
UA - Ucraina 305
TR - Turchia 220
FI - Finlandia 162
BG - Bulgaria 117
FR - Francia 89
RU - Federazione Russa 35
IE - Irlanda 34
IN - India 30
LT - Lituania 20
BE - Belgio 19
CA - Canada 15
CH - Svizzera 15
ES - Italia 12
NL - Olanda 12
ID - Indonesia 11
JP - Giappone 11
MX - Messico 10
EU - Europa 9
AU - Australia 8
BR - Brasile 8
VN - Vietnam 8
AT - Austria 6
SI - Slovenia 6
CO - Colombia 5
PH - Filippine 5
IL - Israele 4
PL - Polonia 4
CY - Cipro 3
GR - Grecia 3
KR - Corea 3
PK - Pakistan 3
RO - Romania 3
TW - Taiwan 3
A2 - ???statistics.table.value.countryCode.A2??? 2
AL - Albania 2
CL - Cile 2
CZ - Repubblica Ceca 2
GH - Ghana 2
IR - Iran 2
MY - Malesia 2
ZA - Sudafrica 2
AE - Emirati Arabi Uniti 1
AZ - Azerbaigian 1
BD - Bangladesh 1
BO - Bolivia 1
DK - Danimarca 1
DO - Repubblica Dominicana 1
EE - Estonia 1
KZ - Kazakistan 1
LK - Sri Lanka 1
LV - Lettonia 1
NO - Norvegia 1
NZ - Nuova Zelanda 1
PT - Portogallo 1
SX - ???statistics.table.value.countryCode.SX??? 1
UY - Uruguay 1
UZ - Uzbekistan 1
Totale 13.219
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Città #
Southend 1.179
Fairfield 839
Chandler 775
Woodbridge 759
Jacksonville 705
Houston 561
Ann Arbor 469
Ashburn 459
Dearborn 405
Hong Kong 396
Nyköping 322
Singapore 293
Wilmington 292
Seattle 273
Cambridge 266
Beijing 156
Modena 145
Des Moines 125
Izmir 121
Princeton 121
Sofia 115
San Diego 111
Eugene 110
Helsinki 56
Milan 43
New York 41
Bremen 39
Bologna 37
Dublin 34
Parma 27
London 26
Redwood City 25
Boardman 23
Falls Church 23
Hefei 21
Brussels 18
Ferrara 16
Norwalk 16
Nanjing 15
Piacenza 15
Reggio Nell'emilia 15
Cornaredo 14
Kunming 13
Quattro Castella 13
Casalecchio Di Reno 12
Castelnovo 11
Guangzhou 11
Indiana 11
Munich 11
Verona 11
Finale Emilia 10
Jakarta 10
Santa Clara 10
Soragna 10
Bibbiano 9
Carpi 9
Delhi 9
San Francisco 9
Shanghai 9
Calderara Di Reno 8
Dong Ket 8
Segrate 8
Torino 8
Vigonza 8
Binghamton 7
Los Angeles 7
Pisa 7
Tlalpan 7
Argelato 6
Dallas 6
Dongguan 6
Nanchang 6
Nijmegen 6
Nürnberg 6
Ottawa 6
Paris 6
Seville 6
São Paulo 6
Washington 6
Grafing 5
Jinan 5
Kilburn 5
Leawood 5
Phoenix 5
Shenyang 5
Udine 5
Wuhan 5
Auburn Hills 4
Bangalore 4
Brescia 4
Fuzhou 4
Guastalla 4
Hebei 4
Hounslow 4
Montelabbate 4
Portorož 4
Saint Petersburg 4
Toronto 4
Vignola 4
Zhengzhou 4
Totale 9.905
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Nome #
G-degree for singular manifolds 266
PL 4-manifolds admitting simple crystallizations: framed links and regular genus 235
Topology in colored tensor models via crystallization theory 226
Computing Matveev's complexity via crystallization theory: The boundary case 223
Computing Matveev's complexity via crystallization theory: the orientable case 221
2-symmetric crystallizations and 2-fold branched coverings of S3 217
Combinatorial properties of the G-degree 212
Lower bounds for regular genus and gem-complexity of PL 4-manifolds 208
A note about complexity of lens spaces 205
Complexity computation for compact 3-manifolds via crystallizations and Heegaard diagrams 191
Representing branched coverings by edge coloured graphs 186
A note about bistellar operations on PL-manifolds with boundary 182
A note on the characterization of handlebodies 180
Representing manifolds by crystallization theory: foundations, improvements and related results 180
Classifying PL 5-manifolds up to regular genus seven 179
Classifying PL 5-manifolds by regular genus: the boundary case 177
“Computational and Geometric Topology” - A conference in honour of Massimo Ferri and Carlo Gagliardi on their 60-th birthday. 175
A universal branching set for 4-dimensional manifolds 173
A catalogue of orientable 3-manifolds triangulated by 30 coloured tetrahedra 173
Computing Matveev’s complexity of non-orientable 3-manifolds via crystallization theory 172
Coloured graphs representing PL 4-manifolds 168
Two-fold branched coverings of S3 have type six 167
A combinatorial characterization of 4-dimensional handlebodies 166
From framed links to crystallizations of bounded 4-manifolds 162
A combinatorial proof of Rohlin Theorem 161
Classifying PL 4-manifolds via crystallizations: results and open problems 159
The average edge order of 3-manifold coloured triangulations 159
On the regular genus of 5-manifolds with free fundamental group 158
GEOMETRIA 156
Cataloguing PL 4-manifolds by gem-complexity 151
Gamma-class_4dim: A program to subdivide a set of rigid crystallizations of closed 4-manifolds into equivalence classes, whose elements represent PL-homeomorphic manifolds. 142
Computational aspects of crystallization theory: complexity, catalogues and classifications of 3-manifolds 139
Coloured knots and coloured graphs representing 3-fold simple coverings of S3 138
A code for m-bipartite edge-coloured graphs 134
Estimating Matveev's complexity via crystallization theory 131
c_GM: A program to compute GM-complexity of edge-coloured graphs representing closed 3-manifolds 124
Classifying compact 4-manifolds via generalized regular genus and G-degree 124
Handle-decompositions of PL 4-manifolds 123
A catalogue of the genus two 3-manifolds 123
REVIEW OF: "Jaco William - Rubinstein J.Hyam - Tillmann Stephan, Z2-Thurston norm and complexity of 3-manifolds, Math. Ann. 356, No. 1, 1-22 (2013)". [DE061684636] 122
Classification of nonorientable 3-manifolds admitting decompositions into <= 26 coloured tetrahedra 121
Characterizing crystallizations among Lins-Mandel 4-coloured graphs 121
DUKE III: A program to handle edge-coloured graphs representing PL n-dimensional manifolds 119
Gamma-class: A program to subdivide a set of rigid crystallizations of closed 3-manifolds into equivalence classes, whose elements represent homeomorphic manifolds 118
Compact 4-manifolds admitting special handle decompositions 116
Catalogues of PL-manifolds and complexity estimations via crystallization theory 115
Wave moves on crystallizations 112
REVIEW OF: "Hilden Mike - Montesinos Josè M. - Tejada Debora - Toro Margarita, Representing 3-manifolds by triangulations of S^3. I: a constructive approach, Rev. Colomb. Mat. 39 (2) (2005), 63-86". [Zbl 1130.57008] 112
Equivalenze combinatorie di varietà bidimensionali 112
Geometria 111
REVIEW of: "Wong Helen, Quantum invariants can provide sharp Heegaard genus bounds, Osaka J. Math. 48, No. 3 (2011), 709-717". [DE059690467] 108
An infinite class of bounded 4-manifolds having regular genus three 106
REVIEW OF: "Kotschick D. - Neofytidis, C., On three-manifolds dominated by circle bundles, Math. Z. 274, No. 1-2, 21-32 (2013)". [DE06176500X] 106
Average order of coloured triangulations: The general case 104
TORUS BUNDLE: A program to construct edge-coloured graphs representing torus bundles over the circle. 104
REVIEW OF: "Taylor Scott A., Band-taut sutured manifolds, Algebr. Geom. Topol. 14, No. 1, 157-215 (2014)". [DE062342080] 104
CRYSTALLIZATION CATALOGUES AND ARCHIVES OF CLOSED 3-MANIFOLDS WITH LOW GEM-COMPLEXITY 104
An equivalence criterion for PL-manifolds 103
REVIEW of: "Cooper Daryl - Tillmann Stephan, The Thurston norm via normal surfaces,Pac. J. Math. 239, No. 1, 1-15 (2009)". [Zbl 1165.57018] 103
Characterization of minimal 3-manifolds by edge-coloured graphs 101
A note about the closing S3 recognition algorithm 99
Sul genere regolare delle PL-varietà con gruppo fondamentale libero. 97
Crystallizations of compact 4-manifolds minimizing combinatorially defined PL-invariants 97
REVIEW of: "Friedl Stefan - Vidussi, Stefano, Twisted Alexander polynomials detect fibered 3-manifolds, Ann. Math. (2) 173, No. 3, 1587-1643 (2011)." [DE05960690X] 95
LE 3-VARIETA' COME TRIPLI RIVESTIMENTI RAMIFICATI DI S^3 95
Una caratterizzazione dei corpi di manici 3-dimensionali 94
REVIEW OF: "Howie James, Can Dehn surgery yield three connected summands?, Groups Geom. Dyn. 4, No. 4, 785-797 (2010)".[DE05880964X] 93
Representing and recognizing 3-manifolds obtained from I-bundles over the Klein bottle 92
REVIEW OF: "Li Tao, Rank and genus of 3-manifolds, J. Am. Math. Soc. 26, No. 3, 777-829 (2013)". [DE061686069] 92
An equivalence criterion for 3-manifolds 91
Fundamental groups of branched covering spaces of S^3 91
REVIEW OF: "Falbel Elisha, A spherical CR structure on the complement of the figure eight knot with discrete holonomy, J. Differ. Geom. 79 (1) (2008), 69-110".[Zbl 1148.57025] 89
Dotted links, Heegaard diagrams and coloured graphs for PL 4-manifolds 88
Gaifullin Alexander A., Configuration spaces, bistellar moves, and combinatorial formulae for the first Pontryagin class [Recensione] 87
REVIEW OF: "Rafi Kasra - Schleimer Saul, Curve complexes are rigid, Duke Math. J. 158, No. 2, 225-246 (2011)".[DE059178142] 87
REWIEW OF: "Przytycki, Piotr, A The fixed point theorem for simplicial nonpositive curvature, Math. Proc. Camb. Philos. Soc. 144(3) (2008), 683-695"[Zbl 1152.20038] 86
REVIEW of: "Perles Micha A - Martini Horst - Kupitz Yaakov S., A Jordan-Brouwer separation theorem for polyhedral pseudomanifolds, Discrete Comput. Geom. 42, No. 2, 277-304 (2009)" [Zbl pre05586556] 86
REVIEW of: "Thomassen Carsten - Vella Antoine, Graph-like continua, augmenting arcs, and Menger's theorem, Combinatorica 28, No. 5, 595-623 (2008)". [Zbl pre05580969] 86
GEOMETRIA 86
REVIEW OF: "Kawauchi Akio, Splitting a 4-manifold with infinite cyclic fundamental group, revised, J. Knot Theory Ramifications 22, No. 14, Article ID 1350081, 9 p. (2013)". [DE062730205] 86
Representing and recognizing torus bundles over S1 85
REVIEW of: "Dasbach Oliver T. - Lin, Xiao-Song, A volumish theorem for the Jones polynomial of alternating knots,Pac. J. Math. 231, No. 2, 279-291 (2007)". [Zbl 1166.57002] 85
REVIEW OF: "Schleimer Saul, The end of the curve complex, Groups Geom. Dyn. 5, No. 1, 169-176 (2011)". [DE059733321] 85
REVIEW OF: "Funar Louis, Surface cubications mod flips, Manuscr. Math. 125 (3), 285-307".[Zbl 1144.05022] 84
REVIEW OF: "Spaggiari Fulvia, Regular genus and products of spheres, J. Korean Math. Soc. 47, No. 5, 925-934 (2010)".[DE057900743] 84
TOPOLOGY IN COLORED TENSOR MODELS 84
REVIEW OF: "Li Tao, Saddle tangencies and the distance of Heegaard splittings, Algebr. Geom. Topol. 7 (2007), 1119-1134". [Zbl 1134.57005] 83
REVIEW of: "Todd Robert G., Khovanov homology and the twist number of alternating knots, J. Knot Theory Ramifications 18, No. 12, 1651-1662 (2009)". [DE056622768]. 83
REVIEW OF: "Benedetti Riccardo - Petronio Carlo, Spin structures on 3-manifolds via arbitrary triangulations, Algebr. Geom. Topol. 14, No. 2, 1005-1054 (2014)". [DE062726187] 83
REVIEW OF: "Chen Yichao - Liu Yanpei, A note on lower bounds for maximum genus, Util. Math. 73 (2007), 23-31".[Zbl 1138.05016] 82
REVIEW OF: "Takao Kazuto, A refinement of Johnson's bounding for the stable genera of Heegaard splittings, Osaka J. Math. 48, No. 1, 251-268 (2011)".[DE058823344] 81
REVIEW OF: "Scharlemann Martin, Generalized property R and the Schoenflies conjecture, Comment. Math. Helv. 83 (1) (2008), 421-449". [Zbl 1148.57032] 81
REVIEW of: "Repovš D. - Rosicki W. - Zastrow A. - Željko M., Constructing near-embeddings of codimension one manifolds with countable dense singular sets, Glas. Mat. III. Ser. 44 (1), 255-258 (2009)." [Zbl 1175.57016] 81
Geometric topology by crystallization theory: results and problems 80
REVIEW OF: "Flapan Erica - Naimi Ramin, The Y-triangle move does not preserve intrinsic knottedness, Osaka J. Math. 45 (1) (2008), 107-111".[Zbl 1145.05019] 79
REVIEW OF: "Balogh J. - Leanos J. - Pan S. - Richter R.B. -Salazar G., The convex hull of every optimal pseudolinear drawing of $K_n$ is a triangle, Australas. J. Comb. 38 (2007), 155-162".[Zbl 1138.05015] 79
REVIEW of: "Friedl S., Reidemeister torsion, the Thurston norm and Harvey's invariants, Pac. J. Math. 230, No. 2, 271-296 (2007)". [Zbl 1163.57008] 78
REVIEW OF: "Mroczkowski Maciej, Kauffman Bracket Skein module of the connected sum of two projective spaces, J. Knot Theory Ramifications 20, No. 5, 651-675 (2011)".[DE059180169] 77
REVIEW OF: "Fominykh Evgeny - Wiest Bert, Upper bounds for the complexity of torus knot complements, J. Knot Theory Ramifications 22, No. 10, Article ID 1350053, 19 p. (2013)". [DE062240723] 77
REVIEW OF: "Hongler Cam Van Quach - Weber Claude, Link projections and flypes, Acta Math. Vietnam. 33, No. 3, 433-457 (2008)". [DE055891064] 76
Totale 12.532
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Categoria #
all - tutte 47.370
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 47.370
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/20202.089 0 0 0 142 295 356 480 222 226 79 158 131
2020/20212.087 204 63 139 157 270 105 185 247 192 339 111 75
2021/20221.934 34 226 115 202 65 81 59 141 205 132 426 248
2022/20232.108 221 238 122 231 191 427 33 216 281 30 76 42
2023/20241.314 34 68 82 167 316 48 211 104 34 59 88 103
2024/2025505 321 73 73 38 0 0 0 0 0 0 0 0
Totale 13.392