DELITALA, MARCELLO EDOARDO
 Distribuzione geografica
Continente #
NA - Nord America 6.828
EU - Europa 5.424
AS - Asia 3.264
SA - Sud America 320
AF - Africa 47
OC - Oceania 20
Continente sconosciuto - Info sul continente non disponibili 1
Totale 15.904
Nazione #
US - Stati Uniti d'America 6.765
IT - Italia 1.447
SG - Singapore 958
FR - Francia 897
GB - Regno Unito 872
DE - Germania 824
VN - Vietnam 751
CN - Cina 701
UA - Ucraina 390
RU - Federazione Russa 343
BR - Brasile 273
HK - Hong Kong 228
KR - Corea 219
IE - Irlanda 109
CH - Svizzera 100
TR - Turchia 94
SE - Svezia 92
FI - Finlandia 88
IN - India 87
AT - Austria 78
NL - Olanda 78
JP - Giappone 27
MX - Messico 27
CA - Canada 26
BE - Belgio 23
ES - Italia 23
BD - Bangladesh 22
PH - Filippine 21
TH - Thailandia 21
ID - Indonesia 20
AU - Australia 19
IQ - Iraq 19
TW - Taiwan 19
AR - Argentina 14
PK - Pakistan 13
PL - Polonia 13
IL - Israele 12
MA - Marocco 12
ZA - Sudafrica 11
EC - Ecuador 9
MY - Malesia 9
BG - Bulgaria 7
CL - Cile 7
PT - Portogallo 7
UZ - Uzbekistan 7
JO - Giordania 6
CO - Colombia 5
HN - Honduras 5
IR - Iran 5
SK - Slovacchia (Repubblica Slovacca) 5
VE - Venezuela 5
AP - ???statistics.table.value.countryCode.AP??? 4
AZ - Azerbaigian 4
EG - Egitto 4
ET - Etiopia 4
GR - Grecia 4
HR - Croazia 4
KE - Kenya 4
MD - Moldavia 4
NP - Nepal 4
SA - Arabia Saudita 4
AE - Emirati Arabi Uniti 3
GA - Gabon 3
LB - Libano 3
PE - Perù 3
RO - Romania 3
AL - Albania 2
GE - Georgia 2
JM - Giamaica 2
KG - Kirghizistan 2
NG - Nigeria 2
NO - Norvegia 2
PY - Paraguay 2
SC - Seychelles 2
SN - Senegal 2
UY - Uruguay 2
BN - Brunei Darussalam 1
BY - Bielorussia 1
DO - Repubblica Dominicana 1
DZ - Algeria 1
EU - Europa 1
HU - Ungheria 1
KH - Cambogia 1
KW - Kuwait 1
LU - Lussemburgo 1
MN - Mongolia 1
MU - Mauritius 1
NZ - Nuova Zelanda 1
PA - Panama 1
SV - El Salvador 1
TN - Tunisia 1
XK - ???statistics.table.value.countryCode.XK??? 1
Totale 15.904
Città #
Ashburn 1.490
Southend 749
Seattle 720
Singapore 507
Fairfield 502
San Jose 277
Chandler 267
Council Bluffs 211
Ann Arbor 208
Hong Kong 207
Ho Chi Minh City 205
Jacksonville 205
Houston 204
Woodbridge 202
Princeton 199
Turin 191
San Ramon 188
Beijing 180
Hanoi 178
Wilmington 166
Cambridge 159
Santa Clara 147
Berlin 122
Torino 106
Dublin 105
Bern 89
Boardman 86
Milan 82
Helsinki 79
Seoul 79
Vienna 68
Izmir 67
Los Angeles 61
San Donato Milanese 55
Chicago 53
Dallas 53
Lauterbourg 52
Zaporozhye 49
Baltimore 48
Pennsylvania Furnace 48
Shanghai 48
Brugnera 47
Rome 41
Overberg 39
Hangzhou 37
Hefei 32
Buffalo 31
Haiphong 26
Saint Petersburg 26
São Paulo 25
Frankfurt 24
Putian 23
The Dalles 22
Brussels 21
Da Nang 21
New York 19
Frankfurt am Main 18
Mountain View 18
Paris 18
San Diego 18
Tokyo 17
Jakarta 15
Yubileyny 15
Munich 13
Piscataway 13
Zhengzhou 13
Figino 12
Istanbul 12
Melbourne 12
North Bergen 12
Redwood City 12
Toronto 12
Atlanta 11
Bardolino 11
Moscow 11
Naples 11
San Mauro Torinese 11
Columbus 10
Guangzhou 10
Ningbo 10
Orem 10
Piossasco 10
Andover 9
Baghdad 9
Cangzhou 9
Melun 9
Norwalk 9
San Antonio 9
Tân Tiến 9
Valdagno 9
Amsterdam 8
Brasília 8
Can Tho 8
Lappeenranta 8
Modena 8
Nanjing 8
Redmond 8
Curitiba 7
Denver 7
Falkenstein 7
Totale 9.630
Nome #
How combination therapies shape drug resistance in heterogeneous tumoral populations 404
Complexity Analysis and Mathematical Tools Towards the Modelling of Living Systems 378
A hybrid modeling environment to describe aggregates of cells heterogeneous for genotype and behavior with possible phenotypic transitions 353
A mathematical model for value estimation with public information and herding 337
Competition between cancer cells and T cells under immunotherapy: a structured population approach 324
Asymptotic limits of a discrete kinetic theory model of vehicular traffic 321
A mathematical model for progression and heterogeneity in colorectal cancer dynamics 314
A Mathematical Study of the Influence of Hypoxia and Acidity on the Evolutionary Dynamics of Cancer 304
Modelling Complex Systems in Applied Sciences; Methods and Tools of the Mathematical KineticTheory for Active Particles 301
Mathematical modeling of vehicular traffic: a discrete kinetic theory approach 299
A mathematical model for the dynamics of cancer hepatocytes under therapeutic actions 288
Mathematical topics on the modelling complex multicellular systems and tumor immune cells competition 285
Conservation laws and asymptotic behavior of a model of social dynamics 279
Mathematical model reveals how regulating the three phases of T-cell response could counteract immune evasion 279
Emergence of spatial patterns in a mathematical model for the co-culture dynamics of epithelial-like and mesenchymal-like cells 276
Is the allee effect relevant in cancer evolution and therapy? 275
Bifurcation Analysis for a Mean Field Modeling of Tumor and Immune System Competition, 273
A model for the formation and evolution of traffic jams 273
On the modelling of genetic mutations and immune system competition 270
From discrete kinetic and stochastic game theory to modelling complex systems in applied sciences 270
Recognition and learning in a mathematical model for immune response against cancer 264
Lecture Notes on Mathematical Modelling in Applied Sciences 261
On the existence of limit cycles of opinion formation processes under time periodic influence of persuaders 260
A phenotype-structured model to reproduce the avascular growth of a tumor and its interaction with the surrounding environment 259
On the qualitative analysis of the solutions of a mathematical model of social dynamics 258
On the mathematical theory of vehicular traffic flow - I. Fluid dynamic and kinetic modelling 255
Evolutionary Branching Patterns in Predator-Prey Structured Populations 253
A structured population model of competition between cancer cells and t cells under immunotherapy 252
Nonlinear models of vehicular traffic flow - new frameworks of the mathematical kinetic theory 252
Drift–diffusion limit of a model for the dynamics of epithelial and mesenchymal cell monolayers 252
Formation of evolutionary patterns in cancer dynamics 251
From the mathematical kinetic, and stochastic game theory to modelling mutations, onset, progression and immune competition of cancer cells 249
Lecture Notes on Mathematical Modelling From Applied Sciences to Complex Systems 248
Generalized kinetic theory approach to modeling spread and evolution of epidemics 244
Effects of mutations and immunogenicity on outcomes of anti-cancer therapies for secondary lesions 243
Combination therapies and intra-tumoral competition: Insights from mathematical modeling 242
Hypoxia-related radiotherapy resistance in tumors: treatment efficacy investigation in an eco-evolutionary perspective 241
On a discrete generalized kinetic approach for modelling persuaders influence in opinion formation processes 237
Mathematical methods and tools of kinetic theory towards modelling complex biological systems 237
Asymptotic dynamics in continuous structured populations with mutations, competition and mutualism 230
Modelling epidemics and virus mutations by methods of the mathematical kinetic theory for active particles 229
The language of systems biology 228
From the Kinetic Theory of Active Particles to the Modelling of Social Behaviors and Politics 226
On the coupling of higher and lower scales using the mathematical kinetic theory of active particles 224
Preface 223
Mathematical modeling of cancer cells evolution under targeted chemotherapies 223
Modelling and Simulation of Vehicular Traffic Jam Formation 222
Kinetic (cellular) models of cell progression and competition with the immune system 222
From methods of the mathematical kinetic theory for active particles to modelling virus mutations 222
Clusters formation in opinion dynamics: a qualitative analysis 219
Managing complexity reducing perplexity. Modeling biological systems 216
Critical analysis and perspectives on kinetic (cellular) theory of immune competition 216
On the mathematical theory of vehicular traffic flow II: Discrete velocity kinetic models 213
Efficiency of cancer treatments: in silico experiments 213
From The Kinetic Theory for Active Particles to Modelling the Immune Competition 212
From themathematical kinetic theory of active particles to multiscalemodelling of complex biological systems 203
Agent-Based and Continuum Models for Spatial Dynamics of Infection by Oncolytic Viruses 202
A mathematical model for immune and autoimmune response mediated by T-cells 198
Methods and tools of the mathematical Kinetic theory toward modeling complex biological systems 196
Multi-scale modeling of Snail-mediated response to hypoxia in tumor progression 193
Hypoxia-resistance heterogeneity in tumours: the impact of geometrical characterization of environmental niches and evolutionary trade-offs. A mathematical approach 185
Mathematical Modelling of Complex Biological Systems. A Kinetic Theory Approach 183
On the MathematicalModelling of Complex Biological Systems. A KineticTheory Approach 165
A phenotype-structured mathematical model for the influence of hypoxia on oncolytic virotherapy 23
The role of viral dynamics and infectivity in models of oncolytic virotherapy for tumours with different motility 19
A hybrid discrete-continuum modelling approach for the interactions of the immune system with oncolytic viral infections 15
Totale 15.981
Categoria #
all - tutte 44.275
article - articoli 36.170
book - libri 1.290
conference - conferenze 3.019
curatela - curatele 574
other - altro 719
patent - brevetti 0
selected - selezionate 0
volume - volumi 2.503
Totale 88.550


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/202129 0 0 0 0 0 0 0 0 0 0 0 29
2021/2022625 35 31 45 23 20 50 26 22 28 40 134 171
2022/2023996 107 179 30 69 85 148 70 58 105 5 29 111
2023/2024355 18 29 32 44 35 32 22 15 15 12 30 71
2024/20251.220 12 207 47 110 116 77 61 87 158 102 70 173
2025/20264.169 189 190 277 508 272 257 499 362 907 470 87 151
Totale 15.981