DI PAOLA, Mario
 Distribuzione geografica
Continente #
NA - Nord America 16.304
EU - Europa 7.332
AS - Asia 6.095
SA - Sud America 970
AF - Africa 197
OC - Oceania 28
Continente sconosciuto - Info sul continente non disponibili 11
Totale 30.937
Nazione #
US - Stati Uniti d'America 16.138
SG - Singapore 2.059
IT - Italia 1.827
CN - Cina 1.758
RU - Federazione Russa 1.612
BR - Brasile 792
UA - Ucraina 735
HK - Hong Kong 655
VN - Vietnam 636
FI - Finlandia 611
DE - Germania 589
PL - Polonia 460
IE - Irlanda 440
GB - Regno Unito 320
FR - Francia 312
JP - Giappone 233
KR - Corea 156
IN - India 114
SE - Svezia 104
BD - Bangladesh 75
NL - Olanda 70
RO - Romania 70
CI - Costa d'Avorio 65
IQ - Iraq 61
CA - Canada 59
AR - Argentina 57
MX - Messico 57
TR - Turchia 50
ZA - Sudafrica 37
BE - Belgio 34
ID - Indonesia 30
UZ - Uzbekistan 30
ES - Italia 29
VE - Venezuela 29
AT - Austria 28
IR - Iran 26
AU - Australia 23
EC - Ecuador 23
MY - Malesia 23
PK - Pakistan 20
MA - Marocco 19
TH - Thailandia 19
CO - Colombia 18
CL - Cile 17
NP - Nepal 17
PH - Filippine 17
DZ - Algeria 16
SA - Arabia Saudita 15
AZ - Azerbaigian 14
KE - Kenya 13
BG - Bulgaria 12
EG - Egitto 12
GR - Grecia 12
LT - Lituania 12
CH - Svizzera 11
JO - Giordania 11
JM - Giamaica 10
PY - Paraguay 10
TN - Tunisia 10
CR - Costa Rica 9
CZ - Repubblica Ceca 9
PE - Perù 9
UY - Uruguay 9
AL - Albania 8
IL - Israele 8
LB - Libano 8
HN - Honduras 7
KZ - Kazakistan 7
TW - Taiwan 7
BO - Bolivia 6
DO - Repubblica Dominicana 6
EU - Europa 6
GE - Georgia 6
AO - Angola 5
BH - Bahrain 5
NG - Nigeria 5
OM - Oman 5
PA - Panama 5
ET - Etiopia 4
GT - Guatemala 4
HU - Ungheria 4
NZ - Nuova Zelanda 4
PS - Palestinian Territory 4
PT - Portogallo 4
RS - Serbia 4
SN - Senegal 4
A2 - ???statistics.table.value.countryCode.A2??? 3
AE - Emirati Arabi Uniti 3
BY - Bielorussia 3
KG - Kirghizistan 3
MD - Moldavia 3
MM - Myanmar 3
NI - Nicaragua 3
QA - Qatar 3
SY - Repubblica araba siriana 3
TT - Trinidad e Tobago 3
AM - Armenia 2
BN - Brunei Darussalam 2
CM - Camerun 2
EE - Estonia 2
Totale 30.912
Città #
Fairfield 2.195
Ashburn 2.026
Singapore 1.324
Woodbridge 1.238
Houston 1.060
Seattle 912
Wilmington 853
San Jose 770
Chandler 753
Cambridge 722
Hong Kong 620
Ann Arbor 544
Palermo 469
Dublin 437
Zgierz 413
Jacksonville 394
Medford 322
Beijing 282
Moscow 268
Nanjing 232
Tokyo 225
Ho Chi Minh City 212
Princeton 204
Altamura 189
Santa Clara 185
Lauterbourg 181
Dearborn 165
Frankfurt am Main 154
Council Bluffs 151
Hanoi 144
Los Angeles 141
Lawrence 136
New York 128
Tulsa 122
Dallas 102
Des Moines 101
San Diego 96
Boardman 95
Milan 89
Nanchang 87
Shenyang 83
Buffalo 82
São Paulo 75
The Dalles 75
Abidjan 65
London 65
Changsha 62
Jiaxing 59
Hebei 57
Hefei 57
Jinan 56
Tianjin 51
Chicago 50
Guangzhou 45
Ludwigshafen am Rhein 45
Helsinki 44
Rome 41
Columbus 39
Ningbo 38
Orem 38
Saint Petersburg 34
Da Nang 32
Brooklyn 31
Amsterdam 30
Seongnam 30
Brussels 29
Haiphong 29
Zhengzhou 26
Falls Church 25
Carini 24
Naples 24
Nuremberg 24
Warsaw 24
Atlanta 23
Chennai 22
Phoenix 21
Baghdad 20
Orange 20
San Paolo di Civitate 20
Verona 20
Denver 19
Johannesburg 19
Montreal 19
North Bergen 19
Tashkent 19
Belo Horizonte 18
Düsseldorf 18
Hangzhou 18
Springfield 18
Washington 18
Agrigento 17
Redwood City 17
Rio de Janeiro 17
Shanghai 17
Stockholm 17
Hải Dương 16
Karlsruhe 16
Catania 15
City of London 15
Los Lunas 15
Totale 20.723
Nome #
A discrete mechanical model of fractional hereditary materials 377
Random vibration mitigation of beams via tuned mass dampers with spring inertia effects 270
A correction method for dynamic analysis of linear systems 260
A non-local model of fractional heat conduction in rigid bodies 259
The mechanically-based approach to 3D non-local linear elasticity theory: Long-range central interactions 258
Linear and nonlinear fractional hereditary constitutive laws of asphalt mixtures 252
Electrical analogous in viscoelasticity 248
The finite element method for the mechanically-based model of non-local continuum 244
A correction method for dynamic analysis of linear continuous systems 228
Fractional differential equations and related exact mechanical models 228
A correction method for the analysis of continuous linear one-dimensional systems under moving loads 227
A Mellin transform approach to wavelet analysis 227
A novel exact representation of stationary colored Gaussian processes (fractional differential approach) 226
Fractional calculus approach to the statistical characterization of random variables and vectors 225
Fractional mechanical model for the dynamics of non-local continuum 222
Fractional Tajimi–Kanai model for simulating earthquake ground motion 221
Analysis of multi-degree-of-freedom systems with fractional derivative elements of rational order 220
A physically based connection between fractional calculus and fractal geometry 220
On the dynamics of non-local fractional viscoelastic beams under stochastic agencies 218
Elastic waves propagation in 1D fractional non-local continuum 213
A new representation of power spectral density and correlation function by means of fractional spectral moments 212
Visco-elastic behavior through fractional calculus: an easier method for best fitting experimental results 210
Evaluation of the shakedown limit load multiplier for stochastic seismic actions 208
A generalized model of elastic foundation based on long-range interactions: Integral and fractional model 206
Free energy and states of fractional-order hereditariness 205
Riesz fractional integrals and complex fractional moments for the probabilistic characterization of random variables 203
Stochastic dynamics of linear elastic trusses in presence of structural uncertainties (virtual distortion approach) 203
On the influence of the initial ramp for a correct definition of the parameters of fractional viscoelastic materials 202
Stationary and non-stationary stochastic response of linear fractional viscoelastic systems 202
Einstein-Smoluchowsky equation handled by complex fractional moments 201
Approximate analytical mean-square response of an impacting stochastic system oscillator with fractional damping 201
Fractional differential calculus for 3D mechanically based non-local elasticity 198
Fractional differential equations and related exact mechanical models 198
Evaluation of the temperature effect on the fractional linear viscoelastic model for an epoxy resin 198
Stochastic Ship Roll Motion via Path Integral Method 196
The finite element implementation of 3D fractional viscoelastic constitutive models 196
Performance and optimal design of Tuned Mass Damper Inerter for base isolated systems 196
Stochastic seismic analysis of structures with nonlinear viscous dampers 195
Mechanically-based approach to non-local elasticity: Variational principles 194
Amplification of Interstory Drift and Velocity for the passive control of structural vibrations 193
An Efficient Wiener Path Integral Technique Formulation for Stochastic Response Determination of Nonlinear MDOF Systems 193
Path integral method for first-passage probability determination of nonlinear systems under levy white noise 191
On the use of fractional calculus for the probabilistic characterization of random variables 190
Physically-Based Approach to the Mechanics of Strong Non-Local Linear Elasticity Theory 190
Fokker Planck equation solved in terms of complex fractional moments 190
Ship roll motion under stochastic agencies using path integral method 189
Cross-correlation and cross-power spectral density representation by complex spectral moments 189
Fractional characteristic times and dissipated energy in fractional linear viscoelasticity 188
Fractional Spectral Moments for Digital Simulation of Multivariate Wind Velocity Fields 186
Stochastic Response Of Fractionally Damped Beams 186
Non-local stiffness and damping models for shear-deformable beams 186
Finite element method on fractional visco-elastic frames 183
Non-linear Systems Under Poisson White Noise Handled by Path Integral Solution 183
Path integral solution by fractional calculus 182
Nonlinear rocking of rigid blocks on flexible foundation: Analysis and experiments 181
Stochastic response of a fractional vibroimpact system 178
A mechanical approach to fractional non-local thermoelasticity 178
On the vibrations of a mechanically based non-local beam model 176
The multiscale stochastic model of fractional hereditary materials (FHM) 176
Exact Mechanical Models of Fractional Hereditary Materials (FHM) 174
Modeling of the viscoelastic behavior of paving bitumen using fractional derivatives 172
De Saint-Venant flexure-torsion problem handled by Line Element-less Method (LEM) 172
Fractional Visco-Elastic Euler-Bernoulli Beam 172
A Wiener Path Integral Technique for Non-Stationary Response Determination of Nonlinear Oscillators with Fractional Derivative Elements 172
Constructing transient response probability density of non-linear system through complex fractional moments 172
Step-by-step integration for fractional operators 172
On the behavior of a three-dimensional fractional viscoelastic constitutive model 171
A Further Insight on the Intrinsic Mode Function through Stochastic Analysis 169
Viscoelasticity: an electrical point of view 169
Dynamics of non-local systems handled by fractional calculus 168
Fractional-order nonlinear hereditariness of tendons and ligaments of the human knee 168
Digital generation of multivariate wind field processes 164
Fractional viscoelastic behaviour under stochastic temperature process 164
Direct derivation of corrective terms in SDE through nonlinear transformation on Fokker–Planck equation 163
Monte Carlo simulation for the response analysis of long-span suspended Cables under wind loads 162
Long-range cohesive interactions of non-local continuum faced by fractional calculus 162
Fractional multiphase hereditary materials: Mellin Transforms and Multi-Scale Fractances 161
A mechanically based approach to non-local beam theories 160
Stochastic response determination of nonlinear oscillators with fractional Derivatives Elements via the wiener path integral 158
Non-linear viscoelastic behavior of polymer melts interpreted by fractional viscoelastic model 158
Fractional calculus in solid mechanics: local versus non-local approach 157
The Hu-Washizu variational principle for the identification of imperfections in beams 157
STOCHASTIC ANALYSIS OF ONE-DIMENSIONAL HETEROGENEOUS SOLIDS WITH LONG-RANGE INTERACTIONS 157
A physical approach to the connection between fractal geometry and fractional calculus 157
An integral equation for damage identification of Euler-Bernulli beams under static loads 156
Stochastic response of linear and non-linear systems to α-stable Lévy white noises 156
Approximate solution of the Fokker-Planck-Kolmogorov equation 156
On the moving load problem in Euler–Bernoulli uniform beams with viscoelastic supports and joints 156
Probabilistic characterization of nonlinear systems under Poisson white noise via complex fractional moments 155
Poisson white noise parametric input and response by using complex fractional moments 154
Path integral solution for nonlinear systems under parametric Poissonian white noise input 154
Fractional viscoelastic beam under torsion 154
FRACTIONAL MOMENTS AND PATH INTEGRAL SOLUTION FOR NON LINEAR SYSTEMS DRIVEN BY NORMAL WHITE NOISE 152
Nonstationary response envelope probability densities of nonlinear oscillators 152
Aspetti di dinamica dei ponti 151
Optimal shakedown design of base isolated structures 151
Path integral solution handled by Fast Gauss Transform 151
Path integral solution for non-linear system enforced by Poisson White Noise 150
Stochastic dynamics of nonlinear systems with a fractional power-law nonlinear term: The fractional calculus approach 149
Earthquake ground motion artificial simulations through Fractional Tajimi-Kanai Model 149
Totale 18.952
Categoria #
all - tutte 109.592
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 109.592


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/2021249 0 0 0 0 0 0 0 0 0 0 0 249
2021/20222.041 109 527 49 43 57 93 112 101 207 231 115 397
2022/20232.336 287 493 40 221 278 375 89 141 226 20 113 53
2023/20241.271 64 187 75 243 121 229 106 63 17 47 13 106
2024/20253.004 101 126 122 304 111 127 154 239 252 363 322 783
2025/20269.710 520 238 534 832 903 1.410 1.535 1.096 833 1.404 301 104
Totale 31.912