MARTELLI, BRUNO
Distribuzione geografica
| Continente | # |
|---|---|
| NA - Nord America | 655 |
| EU - Europa | 79 |
| AS - Asia | 32 |
| AF - Africa | 7 |
| SA - Sud America | 7 |
| Totale | 780 |
| Nazione | # |
|---|---|
| US - Stati Uniti d'America | 649 |
| FR - Francia | 31 |
| IT - Italia | 31 |
| VN - Vietnam | 16 |
| DE - Germania | 8 |
| CN - Cina | 7 |
| ZA - Sudafrica | 7 |
| CA - Canada | 6 |
| CL - Cile | 5 |
| IE - Irlanda | 4 |
| AE - Emirati Arabi Uniti | 2 |
| FI - Finlandia | 2 |
| IN - India | 2 |
| AT - Austria | 1 |
| BR - Brasile | 1 |
| GB - Regno Unito | 1 |
| HK - Hong Kong | 1 |
| JP - Giappone | 1 |
| KR - Corea | 1 |
| NL - Olanda | 1 |
| PE - Perù | 1 |
| SA - Arabia Saudita | 1 |
| SG - Singapore | 1 |
| Totale | 780 |
| Città | # |
|---|---|
| Fairfield | 69 |
| Buffalo | 60 |
| Santa Cruz | 48 |
| Houston | 40 |
| Seattle | 36 |
| Ashburn | 32 |
| Woodbridge | 31 |
| Ann Arbor | 27 |
| Chicago | 23 |
| Cambridge | 19 |
| Wilmington | 17 |
| Los Angeles | 13 |
| Serra | 13 |
| Dallas | 10 |
| Des Moines | 10 |
| Dong Ket | 9 |
| Las Vegas | 8 |
| New York | 8 |
| Muizenberg | 6 |
| Phoenix | 6 |
| Boardman | 5 |
| Clearwater | 5 |
| Mountain View | 5 |
| San Francisco | 5 |
| University Park | 5 |
| Dublin | 4 |
| Henderson | 4 |
| Ottawa | 4 |
| Paris | 4 |
| Herndon | 3 |
| Lake Forest | 3 |
| Portland | 3 |
| Riva | 3 |
| San Jose | 3 |
| Santiago | 3 |
| Shanghai | 3 |
| Bengaluru | 2 |
| Casarsa della Delizia | 2 |
| Cedar Knolls | 2 |
| Jacksonville | 2 |
| Pasadena | 2 |
| Pisa | 2 |
| Provo | 2 |
| Yellow Springs | 2 |
| Arezzo | 1 |
| Atlanta | 1 |
| Basking Ridge | 1 |
| Bellevue | 1 |
| Boulder | 1 |
| Bury | 1 |
| Chandler | 1 |
| Fleming Island | 1 |
| Frankfurt Am Main | 1 |
| Frankfurt am Main | 1 |
| Geumjeong-gu | 1 |
| Greenwich | 1 |
| Groningen | 1 |
| Hamilton | 1 |
| Hangzhou | 1 |
| Helsinki | 1 |
| Hong Kong | 1 |
| Honolulu | 1 |
| Jersey City | 1 |
| Lappeenranta | 1 |
| Lima | 1 |
| Lombard | 1 |
| Miami | 1 |
| Milpitas | 1 |
| New Kensington | 1 |
| Okayama | 1 |
| Omaha | 1 |
| Passau | 1 |
| Presque Isle | 1 |
| Putian | 1 |
| Recife | 1 |
| Rochester | 1 |
| Saint Louis | 1 |
| San Diego | 1 |
| Scottsdale | 1 |
| Silverton | 1 |
| Toronto | 1 |
| Washington | 1 |
| Totale | 601 |
| Nome | # |
|---|---|
| Exceptional Dehn surgery on the minimally twisted five-chain link, file e0d6c926-da31-fcf8-e053-d805fe0aa794 | 147 |
| Links, two-handles, and four-manifolds, file e0d6c92c-227a-fcf8-e053-d805fe0aa794 | 94 |
| null, file e0d6c92c-0d87-fcf8-e053-d805fe0aa794 | 90 |
| null, file e0d6c92c-2e47-fcf8-e053-d805fe0aa794 | 90 |
| Pair of pants decomposition of 4-manifolds, file e0d6c92c-2e55-fcf8-e053-d805fe0aa794 | 90 |
| null, file e0d6c92c-2e45-fcf8-e053-d805fe0aa794 | 89 |
| null, file e0d6c92c-2800-fcf8-e053-d805fe0aa794 | 86 |
| Spines of minimal length, file e0d6c92c-4cca-fcf8-e053-d805fe0aa794 | 46 |
| An analytic family of representations for the mapping class group of punctured surfaces, file e0d6c92e-5101-fcf8-e053-d805fe0aa794 | 16 |
| k-normal surfaces, file e0d6c92c-2625-fcf8-e053-d805fe0aa794 | 15 |
| Some hyperbolic three-manifolds that bound geometrically, file e0d6c92e-50fc-fcf8-e053-d805fe0aa794 | 13 |
| Hyperbolic four-manifolds with one cusp, file e0d6c92f-421a-fcf8-e053-d805fe0aa794 | 10 |
| Convex plumbings in closed hyperbolic 4-manifolds, file e0d6c930-3afc-fcf8-e053-d805fe0aa794 | 9 |
| Shadows, ribbon surfaces, and quantum invariants, file e0d6c92c-2806-fcf8-e053-d805fe0aa794 | 8 |
| null, file e0d6c92c-b647-fcf8-e053-d805fe0aa794 | 4 |
| null, file e0d6c925-f838-fcf8-e053-d805fe0aa794 | 3 |
| null, file e0d6c92c-1124-fcf8-e053-d805fe0aa794 | 2 |
| null, file e0d6c92c-1d98-fcf8-e053-d805fe0aa794 | 1 |
| null, file e0d6c92c-244d-fcf8-e053-d805fe0aa794 | 1 |
| null, file e0d6c92c-245a-fcf8-e053-d805fe0aa794 | 1 |
| null, file e0d6c92c-2638-fcf8-e053-d805fe0aa794 | 1 |
| Hyperbolic four-manifolds, file e0d6c92c-31e8-fcf8-e053-d805fe0aa794 | 1 |
| Hyperbolic 4-manifolds with perfect circle-valued Morse functions, file e0d6c931-5923-fcf8-e053-d805fe0aa794 | 1 |
| Hyperbolic 5-manifolds that fiber over S-1, file e853eb26-f0f5-4dd6-8b78-62e73c784baf | 1 |
| Totale | 819 |
| Categoria | # |
|---|---|
| all - tutte | 1.586 |
| 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 | 1.586 |
| Totale | Lug | Ago | Sett | Ott | Nov | Dic | Gen | Feb | Mar | Apr | Mag | Giu | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 2018/2019 | 16 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 3 | 6 | 7 |
| 2019/2020 | 178 | 13 | 9 | 10 | 13 | 17 | 17 | 17 | 23 | 24 | 14 | 10 | 11 |
| 2020/2021 | 139 | 10 | 12 | 4 | 14 | 11 | 16 | 6 | 8 | 13 | 13 | 17 | 15 |
| 2021/2022 | 190 | 13 | 5 | 8 | 23 | 25 | 8 | 9 | 12 | 8 | 7 | 57 | 15 |
| 2022/2023 | 217 | 3 | 11 | 40 | 35 | 9 | 24 | 9 | 29 | 39 | 3 | 13 | 2 |
| 2023/2024 | 61 | 7 | 3 | 2 | 3 | 14 | 13 | 5 | 10 | 3 | 1 | 0 | 0 |
| Totale | 819 | ||||||||||||