GAIFFI, GIOVANNI
 Distribuzione geografica
Continente #
NA - Nord America 335
EU - Europa 102
AS - Asia 33
AF - Africa 4
SA - Sud America 3
Totale 477
Nazione #
US - Stati Uniti d'America 329
IT - Italia 62
FR - Francia 17
VN - Vietnam 14
CN - Cina 9
CA - Canada 6
IR - Iran 6
ZA - Sudafrica 4
CL - Cile 3
DE - Germania 3
GB - Regno Unito 3
IN - India 3
RU - Federazione Russa 3
BE - Belgio 2
FI - Finlandia 2
GR - Grecia 2
NL - Olanda 2
RO - Romania 2
BG - Bulgaria 1
CZ - Repubblica Ceca 1
JP - Giappone 1
ME - Montenegro 1
RS - Serbia 1
Totale 477
Città #
Santa Cruz 32
Fairfield 31
Serra 30
Ashburn 29
Seattle 23
Buffalo 21
Cambridge 14
Houston 11
Athens 10
Wilmington 10
Woodbridge 9
Chicago 7
Des Moines 7
Beijing 6
Dong Ket 6
Dallas 4
Los Angeles 4
Mountain View 4
Muizenberg 4
Pietrasanta 4
Prato 4
Tehran 4
University Park 4
Ann Arbor 3
Bologna 3
Cedar Knolls 3
Grosseto 3
Las Vegas 3
Mississauga 3
Ottawa 3
Phoenix 3
San Diego 3
Basking Ridge 2
Hanoi 2
Helsinki 2
Kharagpur 2
New York 2
Paris 2
Parma 2
Parsippany 2
Princeton 2
Rome 2
Shanghai 2
Bacau 1
Belgrade 1
Boardman 1
Bradford 1
Bryan 1
Can Tho 1
Capannori 1
Cascina 1
Cheboksary 1
Falkenstein 1
Fauglia 1
Fleming Island 1
Frankfurt Am Main 1
Glasgow 1
Grenoble 1
Ho Chi Minh City 1
Jacksonville 1
Lancaster 1
Menaggio 1
Milan 1
Mumbai 1
New Orleans 1
Padova 1
Palo Alto 1
Pisa 1
Piscataway 1
Providence 1
Provo 1
Putian 1
Riva 1
Rotterdam 1
Saint Petersburg 1
San Francisco 1
Sofia 1
Yubari 1
Totale 362
Nome #
Projective wonderful models for toric arrangements, file e0d6c92c-6cd3-fcf8-e053-d805fe0aa794 114
Divisorial inertia and central elements in braid groups, file e0d6c92c-bbca-fcf8-e053-d805fe0aa794 107
On models of the braid arrangement and their hidden symmetries, file e0d6c92c-bc15-fcf8-e053-d805fe0aa794 100
Exponential formulas for models of complex reflection groups, file e0d6c92c-a80c-fcf8-e053-d805fe0aa794 83
Permutonestohedra, file e0d6c92c-97ea-fcf8-e053-d805fe0aa794 46
Nested sets, set partitions and Kirkman-Cayley dissection numbers, file e0d6c926-40c4-fcf8-e053-d805fe0aa794 6
Polynomials and the art of counting: some instances of the Cyclic Sieving Phenomenon, file e0d6c929-f40d-fcf8-e053-d805fe0aa794 4
Cohomology rings of compactifications of toric arrangements, file e0d6c92c-9a5d-fcf8-e053-d805fe0aa794 4
Wonderful Models for Generalized Dowling Arrangements, file e0d6c92f-7431-fcf8-e053-d805fe0aa794 4
A differential algebra and the homotopy type of the complement of a toric arrangement, file e0d6c931-8fd9-fcf8-e053-d805fe0aa794 4
A basis for the cohomology of compact models of toric arrangements, file a1837d20-87d9-43b0-9d8b-22af51b75d3b 3
Blow-ups and cohomology bases for De Concini - Procesi models of subspace arrangements, file e0d6c925-e9f2-fcf8-e053-d805fe0aa794 2
The Morse complex of a line arrangement, file e0d6c926-07d4-fcf8-e053-d805fe0aa794 2
Minimal CW-complexes for complements to line arrangements via Discrete Morse Theory, file e0d6c926-0f02-fcf8-e053-d805fe0aa794 2
Poincaré series for maximal De Concini-Procesi models of root arrangements, file e0d6c926-1792-fcf8-e053-d805fe0aa794 2
Families of building sets and regular models, file e0d6c926-3a24-fcf8-e053-d805fe0aa794 2
Real structures of models of arrangements, file e0d6c927-f792-fcf8-e053-d805fe0aa794 2
A geometric realization of sl(6,C), file e0d6c928-0496-fcf8-e053-d805fe0aa794 2
Models for real subspace arrangements and stratified manifolds, file e0d6c925-edbf-fcf8-e053-d805fe0aa794 1
Symmetric group actions on the cohomology of configurations in R^d, file e0d6c928-0960-fcf8-e053-d805fe0aa794 1
null, file e0d6c92c-4ae9-fcf8-e053-d805fe0aa794 1
Totale 492
Categoria #
all - tutte 1.149
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 1.149


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2018/201911 0 0 0 0 0 0 0 0 0 0 0 11
2019/202086 3 2 4 8 10 6 7 10 11 9 11 5
2020/202198 7 7 7 3 3 4 8 9 12 11 17 10
2021/2022122 5 3 10 6 12 2 2 17 5 8 39 13
2022/2023103 3 1 30 18 2 13 6 8 1 5 8 8
2023/202449 6 1 7 2 9 9 5 6 2 2 0 0
Totale 492