FRIGERIO, ROBERTO
Distribuzione geografica
| Continente | # |
|---|---|
| NA - Nord America | 461 |
| EU - Europa | 140 |
| AS - Asia | 39 |
| AF - Africa | 10 |
| OC - Oceania | 1 |
| SA - Sud America | 1 |
| Totale | 652 |
| Nazione | # |
|---|---|
| US - Stati Uniti d'America | 455 |
| IT - Italia | 89 |
| FR - Francia | 34 |
| VN - Vietnam | 20 |
| CN - Cina | 13 |
| ZA - Sudafrica | 10 |
| CA - Canada | 6 |
| DE - Germania | 6 |
| GB - Regno Unito | 3 |
| IN - India | 3 |
| CZ - Repubblica Ceca | 2 |
| FI - Finlandia | 2 |
| AU - Australia | 1 |
| CL - Cile | 1 |
| DK - Danimarca | 1 |
| HK - Hong Kong | 1 |
| IE - Irlanda | 1 |
| MY - Malesia | 1 |
| PL - Polonia | 1 |
| RU - Federazione Russa | 1 |
| TR - Turchia | 1 |
| Totale | 652 |
| Città | # |
|---|---|
| Fairfield | 50 |
| Buffalo | 42 |
| Seattle | 37 |
| Santa Cruz | 32 |
| Ashburn | 26 |
| Houston | 24 |
| Serra | 23 |
| Woodbridge | 21 |
| New York | 15 |
| Wilmington | 12 |
| Cambridge | 11 |
| Chicago | 10 |
| Dong Ket | 9 |
| Muizenberg | 9 |
| Bologna | 8 |
| Los Angeles | 8 |
| Milan | 7 |
| Nashville | 7 |
| Las Vegas | 6 |
| Clearwater | 5 |
| Mountain View | 5 |
| Shanghai | 5 |
| Ann Arbor | 4 |
| Boardman | 4 |
| Catania | 4 |
| Florence | 4 |
| Ottawa | 4 |
| Paris | 4 |
| Phoenix | 4 |
| Albuquerque | 3 |
| Cedar Knolls | 3 |
| Des Moines | 3 |
| Henderson | 3 |
| San Diego | 3 |
| San Giuliano Terme | 3 |
| Scuola | 3 |
| Turin | 3 |
| Vicopisano | 3 |
| Beijing | 2 |
| Bengaluru | 2 |
| Casale Marittimo | 2 |
| Council Bluffs | 2 |
| Dallas | 2 |
| Fleming Island | 2 |
| Frankfurt am Main | 2 |
| Hanoi | 2 |
| Prato | 2 |
| Provo | 2 |
| Rome | 2 |
| Secaucus | 2 |
| Toronto | 2 |
| University Park | 2 |
| Wuhan | 2 |
| Atlanta | 1 |
| Auburn | 1 |
| Basking Ridge | 1 |
| Bellevue | 1 |
| Bonn | 1 |
| Boulder | 1 |
| Bury | 1 |
| Calci | 1 |
| Chandler | 1 |
| Cheyenne | 1 |
| Columbus | 1 |
| Cork | 1 |
| Corrimal | 1 |
| Da Nang | 1 |
| Empoli | 1 |
| Fayetteville | 1 |
| Freiburg | 1 |
| Graglia | 1 |
| Grosseto | 1 |
| Hangzhou | 1 |
| Helsinki | 1 |
| Herndon | 1 |
| Hilliard | 1 |
| Hillsboro | 1 |
| Hong Kong | 1 |
| Honolulu | 1 |
| Istanbul | 1 |
| Jacksonville | 1 |
| Jersey City | 1 |
| Karlsruhe | 1 |
| Kirkland | 1 |
| Krakow | 1 |
| Lake Forest | 1 |
| Livorno | 1 |
| London | 1 |
| Lyngby | 1 |
| Manchester | 1 |
| Miami | 1 |
| Miglianico | 1 |
| Mikkeli | 1 |
| Milpitas | 1 |
| Naples | 1 |
| Parma | 1 |
| Pavia | 1 |
| Pisa | 1 |
| Pittsburgh | 1 |
| Putian | 1 |
| Totale | 504 |
| Nome | # |
|---|---|
| The simplicial volume of 3-manifolds with boundary, file e0d6c92c-7579-fcf8-e053-d805fe0aa794 | 120 |
| Levels of knotting of spatial handlebodies, file e0d6c92c-38d2-fcf8-e053-d805fe0aa794 | 103 |
| Extending higher-dimensional quasi-cocycles, file e0d6c92c-a8be-fcf8-e053-d805fe0aa794 | 99 |
| null, file e0d6c92c-0d87-fcf8-e053-d805fe0aa794 | 90 |
| Isometric embeddings in bounded cohomology, file e0d6c92c-7ea5-fcf8-e053-d805fe0aa794 | 79 |
| Ideal Simplicial Volume of Manifolds with Boundary, file e0d6c92c-8000-fcf8-e053-d805fe0aa794 | 57 |
| Quasi-isometric Rigidity of Piecewise Geometric Manifolds, file e0d6c92c-86e4-fcf8-e053-d805fe0aa794 | 48 |
| A note on measure homology, file e0d6c92c-afca-fcf8-e053-d805fe0aa794 | 41 |
| Rigidity of high dimensional graph manifolds, file e0d6c92c-774c-fcf8-e053-d805fe0aa794 | 10 |
| The zero norm subspace of bounded cohomology of acylindrically hyperbolic groups, file e0d6c92c-b7ee-fcf8-e053-d805fe0aa794 | 6 |
| Integral Foliated Simplicial Volume of Aspherical Manifolds, file e0d6c92c-c891-fcf8-e053-d805fe0aa794 | 6 |
| A note on semi-conjugacy for circle actions, file e0d6c92c-5dc6-fcf8-e053-d805fe0aa794 | 5 |
| Bounded Cohomology of Discrete Groups, file e0d6c929-9eee-fcf8-e053-d805fe0aa794 | 4 |
| null, file e0d6c92c-b647-fcf8-e053-d805fe0aa794 | 4 |
| A remark on the double complex of a covering for singular cohomology, file e0d6c92f-251c-fcf8-e053-d805fe0aa794 | 4 |
| On volumes of truncated tetrahedra with constrained edge lengths, file e0d6c92c-c8a1-fcf8-e053-d805fe0aa794 | 3 |
| The simplicial volume of contractible 3-manifolds, file 2a560536-4cc9-446b-a72d-9adf4ed8a9db | 1 |
| Gromov’s theory of multicomplexes with applications to bounded cohomology and simplicial volume, file 9b9f8610-d773-493e-b56a-a9fb3b96533d | 1 |
| Central extensions and bounded cohomology, file df8b7e26-b53f-43d1-9ede-2d53c3bfa3ee | 1 |
| Characterizing hyperbolic spaces and real trees, file e0d6c926-05dc-fcf8-e053-d805fe0aa794 | 1 |
| A quantitative version of a theorem by Jungreis, file e0d6c928-67d0-fcf8-e053-d805fe0aa794 | 1 |
| null, file e0d6c929-3458-fcf8-e053-d805fe0aa794 | 1 |
| Totale | 685 |
| Categoria | # |
|---|---|
| all - tutte | 1.866 |
| 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 | 1.866 |
| Totale | Lug | Ago | Sett | Ott | Nov | Dic | Gen | Feb | Mar | Apr | Mag | Giu | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 2018/2019 | 37 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 3 | 13 | 21 |
| 2019/2020 | 156 | 13 | 12 | 7 | 10 | 21 | 15 | 15 | 17 | 17 | 9 | 11 | 9 |
| 2020/2021 | 99 | 7 | 9 | 2 | 8 | 8 | 10 | 7 | 6 | 11 | 3 | 16 | 12 |
| 2021/2022 | 129 | 12 | 6 | 6 | 8 | 10 | 3 | 5 | 13 | 6 | 5 | 41 | 14 |
| 2022/2023 | 142 | 2 | 6 | 34 | 27 | 8 | 7 | 22 | 6 | 9 | 9 | 10 | 2 |
| 2023/2024 | 110 | 12 | 12 | 8 | 1 | 23 | 14 | 16 | 7 | 7 | 10 | 0 | 0 |
| Totale | 685 | ||||||||||||