PREZIOSI, LUIGI
 Distribuzione geografica
Continente #
EU - Europa 19.798
NA - Nord America 17.795
AS - Asia 2.409
AF - Africa 88
SA - Sud America 43
OC - Oceania 15
Continente sconosciuto - Info sul continente non disponibili 8
Totale 40.156
Nazione #
US - Stati Uniti d'America 17.558
IT - Italia 5.091
FR - Francia 4.502
DE - Germania 3.465
GB - Regno Unito 2.948
UA - Ucraina 1.332
CN - Cina 1.034
NL - Olanda 453
IE - Irlanda 441
KR - Corea 376
TR - Turchia 374
CH - Svizzera 300
SE - Svezia 294
SG - Singapore 261
FI - Finlandia 257
CA - Canada 219
RU - Federazione Russa 208
BE - Belgio 101
IR - Iran 72
ES - Italia 62
JP - Giappone 62
BG - Bulgaria 52
CZ - Repubblica Ceca 46
IN - India 40
JO - Giordania 38
HK - Hong Kong 36
EU - Europa 34
MY - Malesia 29
AT - Austria 28
AP - ???statistics.table.value.countryCode.AP??? 26
GR - Grecia 21
PT - Portogallo 20
RO - Romania 20
TW - Taiwan 20
IL - Israele 19
DK - Danimarca 17
NO - Norvegia 16
PL - Polonia 16
SN - Senegal 16
CL - Cile 15
VN - Vietnam 15
ZA - Sudafrica 14
DZ - Algeria 13
MX - Messico 13
AU - Australia 12
BR - Brasile 12
CI - Costa d'Avorio 9
AE - Emirati Arabi Uniti 8
CY - Cipro 7
HR - Croazia 7
PE - Perù 7
PK - Pakistan 7
UZ - Uzbekistan 7
AR - Argentina 6
HU - Ungheria 6
NG - Nigeria 6
SK - Slovacchia (Repubblica Slovacca) 6
ZW - Zimbabwe 6
ID - Indonesia 5
KE - Kenya 5
LU - Lussemburgo 5
PH - Filippine 5
NA - Namibia 4
SC - Seychelles 4
SI - Slovenia 4
TN - Tunisia 4
CO - Colombia 3
LT - Lituania 3
NZ - Nuova Zelanda 3
TT - Trinidad e Tobago 3
A2 - ???statistics.table.value.countryCode.A2??? 2
EE - Estonia 2
GQ - Guinea Equatoriale 2
KZ - Kazakistan 2
MO - Macao, regione amministrativa speciale della Cina 2
SD - Sudan 2
TH - Thailandia 2
AM - Armenia 1
AN - Antille olandesi 1
BA - Bosnia-Erzegovina 1
BF - Burkina Faso 1
BY - Bielorussia 1
CU - Cuba 1
EG - Egitto 1
GE - Georgia 1
KH - Cambogia 1
LV - Lettonia 1
MA - Marocco 1
MD - Moldavia 1
MT - Malta 1
SA - Arabia Saudita 1
Totale 40.156
Città #
Ashburn 4.686
Southend 2.532
Seattle 2.046
Fairfield 1.422
Chandler 874
Jacksonville 688
Princeton 672
Woodbridge 668
Turin 633
Ann Arbor 560
Houston 538
Cambridge 525
Wilmington 470
San Ramon 450
Torino 450
Dublin 427
Berlin 411
Milan 392
Beijing 367
Izmir 310
Bern 273
Chicago 259
Helsinki 244
San Donato Milanese 199
Frankfurt 185
Loreto 171
Herkenbosch 167
Baltimore 166
Brugnera 157
Monopoli 157
Boardman 151
Des Moines 150
Pennsylvania Furnace 149
Singapore 149
Zaporozhye 142
Shanghai 141
Zhengzhou 137
Overberg 134
Buffalo 125
San Francisco 117
Orbassano 112
Rome 106
San Diego 90
San Jose 82
Brussels 80
Hangzhou 73
Redwood City 71
Carignano 69
Fremont 63
Paris 61
Padua 60
Saint Petersburg 60
Mountain View 52
Naples 49
Guangzhou 45
Putian 45
Shenzhen 45
Washington 45
Melun 44
Norwalk 44
Council Bluffs 43
Sofia 41
Toronto 41
Andover 40
Piscataway 37
San Mauro Torinese 36
Amsterdam 35
London 33
Bologna 32
Falls Church 28
Frankfurt Am Main 28
Verona 28
Atlanta 25
San Antonio 25
Florence 24
Nanjing 24
Dearborn 23
Dresden 23
Malatya 23
Phoenix 23
Austin 22
Moscow 22
Dallas 21
Las Vegas 21
New York 21
Piossasco 21
Gilroy 20
Los Angeles 20
Richmond 20
Brunoy 18
Modena 18
Pisa 18
Redmond 17
Wuhan 17
Madrid 16
Monza 16
Podenzano 16
Seoul 16
Indiana 15
Kocaeli 15
Totale 24.772
Nome #
A Cellular Potts Model simulating cell migration on and in matrix environments 559
A Measure-Theoretic Model for Collective Cell Migration and Aggregation 533
An agent-based model for elasto-plastic mechanical interactions between cells, basement membrane and extracellular matrix 480
A multiphase first order model for non-equilibrium sand erosion, transport and sedimentation 468
A review of mathematical models for the formation of vascular networks 443
Force traction microscopy: An inverse problem with pointwise observations. 429
A hybrid mathematical model for self-organizing cell migration in the zebrafish lateral line 427
The interplay between stress and growth in solid tumors 409
On the stability of homogeneous solutions to some aggregation models 403
Mathematical modelling of the loss of tissue compression responsiveness and its role in solid tumour development 400
Modelling the compression and reorganization of cell aggregates 382
Behavior of cell aggregates under force-controlled compression 370
Modeling cell movement in anisotropic and heterogeneous network tissues 361
Mechano-transduction in tumour growth modelling 354
Windblown sand saltation: A statistical approach to fluid threshold shear velocity 350
Mechanics and chemotaxis in the morphogenesis of vascular networks 349
Influence of nucleus deformability on cell entry into cylindrical structures 338
Percolation, morphogenesis, and Burgers dynamics in blood vessels formation 334
Multiscale developments of cellular Potts models 328
Individual Cell-Based Models of Cell Scatter of ARO and MLP-29 cells in response to Hepatocyte Growth Factor 308
A cellular Potts model for the MMP-dependent and -independent cancer cell migration in matrix microtracks of different dimensions 304
Multiphase modelling of tumour growth and extracellular matrix interaction: mathematical tools and applications 297
A numerical method for the inverse problem of cell traction in 3D 297
Coherent Modelling Switch Between Pointwise and Distributed Representations of Cell Aggregates 293
A new model for snow avalanche dynamics based on non-Newtonian fluids 287
Exogenous Control of Vascular Network Formation in Vitro: A Mathematical Model 286
A multiphase model of tumour segregation in situ by a heterogeneous extracellular matrix 284
Advection-diffusion models for solid tumour evolution in vivo and related free boundary problem 279
Mechanobiology of interfacial growth 276
On the closure of mass balance models for tumor growth 275
A review of vasculogenesis models 273
Time-dependent traction force microscopy for cancer cells as a measure of invasiveness 269
Bi-population model of tumour growth and Warburg effect in tumour cords 268
CANCER MODELLING AND SIMULATION 267
A general nonlinear mathematical model for soil consolidation problems 267
Traction forces of cancer cells 265
MODELLING THE INFLUENCE OF NUCLEUS ELASTICITY ON CELL INVASION IN FIBER NETWORKS AND MICROCHANNELS 265
Mathematical models for soil consolidation problems: a state of the art report 264
Using mathematical modelling as a virtual microscope to support biomedical research 249
A Cellular Potts Model of single cell migration in presence of durotaxis 249
Cellular Potts Models: Multiscale Extensions and Biological Applications 246
Modeling solid tumour growth using the theory of mixtures 246
A hybrid cellular Potts model describing different morphologies of tumor invasion front 243
Review. Rheological properties of biological materials 240
Modelling and mathematical problems related to tumor evolution and its interaction with immune system 239
The Need for Integrative Computational Oncology: An Illustrated Example through MMP-Mediated Tissue Degradation 239
An elasto-visco-plastic model of cell aggregates 239
Multiphase and multiscale trends in cancer modelling 238
A model of cell migration within the extracellular matrix based on a phenotypic switching mechanism 238
Modeling the early stages of vascular network assembly 237
Liapunov functionals and qualitative behaviour of the solution to the nonlinear Enskog equation 235
Tumor/immune system competition with medically induced activation/deactivation 234
A three-dimensional nonlinear model for soil consolidation 233
A general nonlinear mathematical model for soil consolidation problems 231
A node-based version of the cellular Potts model 231
A consistent macroscopic mathematical model for soil consolidation problems 230
A multiscale hybrid approach for vasculogenesis and related potential blocking therapies 230
Modelling the early stages of vascular networks assembly 230
The level set method applied to avalanches 229
Recent developments and open problems in composites materials manufacturing 229
Modelling industrial processesinvolving infiltration in deformable porous media 229
How Nucleus Mechanics and ECM Microstructure Influence the Invasion of Single Cells and Multicellular Aggregates 228
Hybrid cellular Potts model for solid tumor growth 227
Fluid Dynamic Applications of the Discrete Boltzmann Equation 226
Modelling matrix injection through elasticporous preforms 225
Predicting the growth of glioblastoma multiforme spheroids using a multiphase porous media model 225
Multiphase modeling of tumor growth with matrix remodeling and fibrosis. 222
Growth of endothelial cell networks and Burgers dynamics 219
Discretization of the Boltzmann Equation and the semicontinuous Model 218
CD157 expression enhances invasiveness of ovarian cancer cells and induces a mesenchymal phenotype 218
Modelling tumor progression, heterogenity, and immune competition 218
Contact inhibition of growth described using a multiphase model and an individual cell-based model 215
The insight of mixtures theory for growth and remodeling 214
Individual cell-based model for in-vitro mesothelial invasion of ovarian cancer 214
Modelling the early stages of vascular network assembly 214
Design Maps for the Hyperthermic Treatment of Tumors with Superparamagnetic Nanoparticles 213
A multiphase model of tumour and tissue growth including cell adhesion and plastic re-organisation 209
Modelling the motion of a cell population in the extracellular matrix 209
Mechanics in Tumor Growth 207
Thermo-mechanics of growth and mass transfer: morphogenesis of seashells 205
A mathematical framework to model migration of a cell population in the extracellular matrix 204
A semi-analytical heterogeneous model for thermal analysis of cancerous breasts 204
Breast cancer diagnosis based on spiculation feature and neural network techniques 203
Modelling injection moulding processes with deformable porous preforms 201
From population dynamics to modelling the competition between tumors and immune system 200
A Three Dimensional Nonlinear Model for Soil Consolidation 200
On Darcy's law for growing porous media 199
Addendum to Heat waves 199
A non linear inverse phase transition problem for the heat equation 198
Relevance of cell-ECM interactions: From a biological perspective to the mathematical modeling 197
The semi-continuous Boltzmann equation for gas mixtures 194
The theory of deformable porous media and its application to composite materials manufacturing 194
DEFORMABLE POROUS MEDIA AND COMPOSITES MANUFACTURING 193
BIOMATEMATICA 193
Multiphase models of tumour growth 193
Mechanics and Dynamical Systems with Mathematica. 192
Modelling the formation of capillaries 192
Nuovi modelli per l’innesco e la propagazione delle valanghe di neve 192
Mechanical aspects of tumour growth: Multiphase modelling, adhesion, and evolving natural configurations 192
Finite deformation models and field performance 192
Totale 26.543
Categoria #
all - tutte 103.247
article - articoli 72.410
book - libri 4.558
conference - conferenze 8.279
curatela - curatele 795
other - altro 557
patent - brevetti 0
selected - selezionate 0
volume - volumi 16.648
Totale 206.494


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/20204.655 407 310 173 491 576 472 440 705 563 288 119 111
2020/20213.171 443 373 124 320 107 356 179 258 186 473 250 102
2021/20222.306 122 240 53 160 72 218 116 90 81 152 364 638
2022/20233.526 347 611 92 236 316 472 331 165 370 32 231 323
2023/20241.225 77 79 66 130 108 113 90 80 45 56 155 226
2024/202566 66 0 0 0 0 0 0 0 0 0 0 0
Totale 40.560