ZIMMERMANN, BRUNO
 Distribuzione geografica
Continente #
NA - Nord America 354
EU - Europa 99
AS - Asia 36
AF - Africa 3
OC - Oceania 1
SA - Sud America 1
Totale 494
Nazione #
US - Stati Uniti d'America 350
IT - Italia 57
DE - Germania 21
CN - Cina 15
PL - Polonia 10
VN - Vietnam 8
CA - Canada 4
HK - Hong Kong 3
IN - India 3
JP - Giappone 3
LV - Lettonia 3
ZA - Sudafrica 3
ES - Italia 2
FR - Francia 2
GR - Grecia 2
LK - Sri Lanka 2
AU - Australia 1
BG - Bulgaria 1
BR - Brasile 1
ID - Indonesia 1
KR - Corea 1
RU - Federazione Russa 1
Totale 494
Città #
Fairfield 57
Buffalo 31
Trieste 28
Woodbridge 27
Ashburn 26
Houston 24
Santa Cruz 20
Seattle 19
Wilmington 16
Cambridge 13
Warsaw 10
Ann Arbor 9
Dong Ket 8
Las Vegas 8
Mountain View 6
Reutlingen 5
Wuhan 5
Bremen 4
Cagliari 4
Fleming Island 4
Lake Forest 4
Beinasco 3
Central 3
Chicago 3
Clearwater 3
Muizenberg 3
Phoenix 3
Riga 3
University Park 3
Beijing 2
Chalandri 2
Dalian 2
Dearborn 2
Des Moines 2
Ekala 2
Higashiosaka 2
Munich 2
Ottawa 2
Pignone 2
Riva 2
San Francisco 2
Tianjin 2
Basking Ridge 1
Bengaluru 1
Bonn 1
Busto Arsizio 1
Civitella Del Tronto 1
Dallas 1
Donostia / San Sebastian 1
Eislingen 1
Frattamaggiore 1
Henderson 1
Kenmore 1
La Llacuna 1
Longueuil 1
Los Angeles 1
Madison 1
Melbourne 1
Miami 1
Milan 1
Monfalcone 1
Moscow 1
New York 1
Plovdiv 1
Provo 1
Rho 1
Rochester 1
Rome 1
San Diego 1
Shanghai 1
Stuttgart 1
Takatsuki 1
Trento 1
Waltham 1
Winnipeg 1
Yellow Springs 1
Totale 412
Nome #
On large groups of symmetries of finite graphs embedded in spheres, file e2913fdc-1000-f688-e053-3705fe0a67e0 183
Finite group actions on 3-manifolds and cyclic branched coverings of knots, file e2913fdc-4683-f688-e053-3705fe0a67e0 107
On finite groups of isometries of handlebodies in arbitrary dimensions and finite extensions of Schottky groups, file e2913fdb-3424-f688-e053-3705fe0a67e0 100
Embedding compact surfaces into the 3-dimensional Euclidean space with maximum symmetry, file e2913fde-e487-f688-e053-3705fe0a67e0 25
A note on finite group-actions on surfaces containing a hyperelliptic involution, file e2913fdc-859b-f688-e053-3705fe0a67e0 24
About three conjectures on finite group actions on 3-manifolds, file e2913fdc-03bc-f688-e053-3705fe0a67e0 17
Graphs in the 3-sphere with maximum symmetry, file e2913fde-967a-f688-e053-3705fe0a67e0 14
On upper and lower bounds for finite group-actions on bounded surfaces, handlebodies, closed handles and finite graphs, file e2913fdd-963f-f688-e053-3705fe0a67e0 9
Bordered surfaces in the 3-sphere with maximum symmetry, file e2913fde-e41c-f688-e053-3705fe0a67e0 6
Bordered surfaces in the 3-sphere with maximum symmetry, file e2913fdc-01c0-f688-e053-3705fe0a67e0 5
Embedding surfaces into S^3 with maximum symmetry, file e2913fdf-22e4-f688-e053-3705fe0a67e0 5
On finite groups of isometries of handlebodies in arbitrary dimensions and finite extensions of Schottky groups, file e2913fdb-2e8f-f688-e053-3705fe0a67e0 3
Graphs in the 3-sphere with maximum symmetry, file e2913fdc-0662-f688-e053-3705fe0a67e0 3
Embedding surfaces into S^3 with maximum symmetry, file e2913fdc-0a00-f688-e053-3705fe0a67e0 3
Embedding compact surfaces into the 3-dimensional Euclidean space with maximum symmetry, file e2913fdc-0ad6-f688-e053-3705fe0a67e0 3
On finite simple groups acting on homology spheres, file e2913fd9-1be8-f688-e053-3705fe0a67e0 2
On topological actions of finite groups on S^3, file e2913fdc-03e8-f688-e053-3705fe0a67e0 2
null, file e2913fd8-f847-f688-e053-3705fe0a67e0 1
On finite groups acting on homology 4-spheres and finite subgroupsof SO(5), file e2913fd9-0db7-f688-e053-3705fe0a67e0 1
On finite groups acting on acyclic low-dimensional manifolds, file e2913fd9-0e92-f688-e053-3705fe0a67e0 1
Finite group actions on 3-manifolds and cyclic branched coverings of knots, file e2913fdc-4d29-f688-e053-3705fe0a67e0 1
Totale 515
Categoria #
all - tutte 737
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 737


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2017/201810 0000 00 00 1630
2018/201944 0000 10 15 91279
2019/2020162 10161529 1610 1011 1961010
2020/202188 710710 89 65 9845
2021/2022100 37136 87 47 710217
2022/202395 1102217 177 511 5000
Totale 515