UniSa - IRIS Institutional Research Information System

D'AMBROSIO, RAFFAELE
 Distribuzione geografica
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Continente #
NA - Nord America 6.401
EU - Europa 1.662
AS - Asia 1.533
SA - Sud America 215
AF - Africa 32
Continente sconosciuto - Info sul continente non disponibili 7
OC - Oceania 5
Totale 9.855
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Nazione #
US - Stati Uniti d'America 6.378
SG - Singapore 538
CN - Cina 454
IT - Italia 449
UA - Ucraina 411
RU - Federazione Russa 194
BR - Brasile 192
DE - Germania 162
IE - Irlanda 150
TR - Turchia 149
SE - Svezia 112
VN - Vietnam 108
KR - Corea 104
FI - Finlandia 88
HK - Hong Kong 65
IN - India 44
GB - Regno Unito 40
IR - Iran 17
CA - Canada 13
NG - Nigeria 13
BD - Bangladesh 12
FR - Francia 10
ES - Italia 8
AR - Argentina 7
EU - Europa 7
JP - Giappone 7
MX - Messico 7
IQ - Iraq 6
MY - Malesia 6
AU - Australia 5
CZ - Repubblica Ceca 5
DZ - Algeria 5
NL - Olanda 5
PK - Pakistan 5
RO - Romania 5
AT - Austria 4
BG - Bulgaria 4
CO - Colombia 4
EC - Ecuador 4
TH - Thailandia 4
ZA - Sudafrica 4
AE - Emirati Arabi Uniti 3
MA - Marocco 3
UY - Uruguay 3
VE - Venezuela 3
EG - Egitto 2
GR - Grecia 2
IL - Israele 2
PL - Polonia 2
PT - Portogallo 2
PY - Paraguay 2
SA - Arabia Saudita 2
SN - Senegal 2
BE - Belgio 1
BY - Bielorussia 1
CH - Svizzera 1
DK - Danimarca 1
ET - Etiopia 1
GH - Ghana 1
HN - Honduras 1
HR - Croazia 1
JE - Jersey 1
JO - Giordania 1
KG - Kirghizistan 1
LB - Libano 1
LT - Lituania 1
LU - Lussemburgo 1
MM - Myanmar 1
NP - Nepal 1
PR - Porto Rico 1
PS - Palestinian Territory 1
RS - Serbia 1
SY - Repubblica araba siriana 1
TN - Tunisia 1
TT - Trinidad e Tobago 1
Totale 9.855
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Città #
Ann Arbor 1.696
Wilmington 879
Woodbridge 619
Chandler 585
Jacksonville 538
Princeton 413
Houston 282
Dublin 150
Izmir 144
Singapore 136
Ashburn 133
Nanjing 118
Salerno 112
Dong Ket 102
Andover 100
Boardman 88
Pellezzano 76
Beijing 74
Hong Kong 63
Moscow 53
Munich 45
Dearborn 41
Shenyang 38
Fairfield 36
The Dalles 36
Düsseldorf 34
Mestre 33
Jiaxing 31
Norwalk 30
Pune 29
Columbus 28
Hebei 26
Nanchang 26
Changsha 25
Los Angeles 25
Tianjin 22
North Bergen 19
Redwood City 18
Nocera Superiore 17
Dallas 15
New York 15
Indiana 13
Rome 13
Council Bluffs 12
Lagos 12
Guangzhou 11
London 11
Santa Clara 10
Seattle 10
Belo Horizonte 9
Hefei 8
Milan 8
San Diego 8
São Paulo 7
Torino 7
Arbus 6
Boston 6
Cambridge 6
Napoli 6
Ottawa 6
Pomigliano d'Arco 6
Shanghai 6
Amsterdam 5
Brno 5
Chicago 5
Edinburgh 5
Hanoi 5
Jinan 5
Lissone 5
Manchester 5
San Francisco 5
Atlanta 4
Bangkok 4
Dhaka 4
Fonni 4
Manaus 4
Sofia 4
Turku 4
Vienna 4
Zhengzhou 4
Acerra 3
Alexandria 3
Baghdad 3
Brasília 3
Chennai 3
Gragnano 3
Lappeenranta 3
Latina 3
Montevideo 3
Mumbai 3
Osasco 3
Phoenix 3
Prineville 3
Puchong Batu Dua Belas 3
Rosciano 3
San Martino Valle Caudina 3
Stockholm 3
Tabriz 3
Tappahannock 3
Telese 3
Totale 7.272
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Nome #
High order exponentially fitted methods for Volterra integral equations with periodic solution 232
On the employ of time series in the numerical treatment of differential equations modeling oscillatory phenomena 151
Some recent advances in the numerical solution of differential equations 146
Adapted explicit two-step peer methods 144
Collocation–Based Two Step Runge–Kutta Methods for Ordinary Differential Equations 143
Order conditions for General Linear Nystrom methods 132
Exponentially fitted IMEX methods for advection–diffusion problems 130
Adapted numerical methods for oscillatory evolutionary problems 129
A practical approach for the derivation of algebraically stable two-step Runge-Kutta methods 123
Exponentially fitted two-step hybrid methods for y''=f(x,y) 122
Two-step modified collocation methods with structured coefficients matrix for Ordinary Differential Equations 121
Analysis and Practical Construction of Two-Step Runge-Kutta Methods for Ordinary Differential Equations 121
Implicit - explicit (IMEX) methods for reaction-diffusion systems with non-polynomial fitting 121
Two step almost collocations methods for Ordinary Differential Equations 120
A symmetric nearly preserving general linear method for Hamiltonian problems 119
Piecewise-polynomial approximants for solutions of Functional Equations 118
Numerical treatment of discontinuous dynamical systems generating periodic orbits 117
Construction of diagonally implicit almost collocation methods for Volterra Integral Equations 114
Construction of highly stable Volterra Runge-Kutta methods 114
On the G-symplecticity of two-step Runge-Kutta methods 113
Numerical integration of Hamiltonian problems by G-symplectic methods 112
A general family of two step collocation methods for Ordinary Differential Equations 112
A general framework for the numerical solution of second order ODEs 111
Highly stable multivalue numerical methods 110
Numerical solution of differential equations, modeling the evolution of some T-cells 110
Trigonometrically fitted two-step hybrid methods for special second order ordinary differential equations 109
Algebraically stable two-step almost collocation methods for ordinary differential equations 109
Search for highly stable two-step Runge-Kutta methods for ODEs 108
Construction and implementation of highly stable two-step continuous methods for stiff differential systems 108
P-stable General Nystrom methods for y’’=f(x,y) 107
Two-step Runge-Kutta methods with quadratic stability functions 105
Numerical search for algebraically stable two-step almost collocation methods 105
Natural Volterra Runge-Kutta methods 104
Numerical solution of time fractional diffusion systems 103
Runge-Kutta-Nystrom Stability for aClass of General Linear Methods for y''=f(x,y) 101
Modified Collocation Techniques for Volterra Integral Equations 101
On the numerical treatment of selected oscillatory evolutionary problems 101
Modified collocation techniques for evolutionary problems 101
Construction of the EF-based Runge-Kutta methods revisited 100
STABILITY ANALYSIS OF GENERAL LINEAR NYSTROM METHODS 100
ALGEBRAICALLY STABLE TWO-STEP RUNGE-KUTTA METHODS FOR ORDINARY DIFFERENTIAL EQUATIONS 99
Advances on collocation based numerical methods for ordinary differential equations and volterra integral equations 99
Construction of nearly conservative multivalue numerical methods for Hamiltonian problems 98
Two-Step Hybrid Collocation Methods for y''=f (x,y) 96
Implementation of explicit Nordsieck methods with inherent quadratic stability 96
P-stable Nordsieck General Linear Methods for second order Ordinary Differential Equations 96
A mixed spectral method for time-fractional reaction-diffusion systems 96
Revised exponentially fitted Runge-Kutta-Nystrom methods 95
GPU-acceleration of waveform relaxation methods for large differential systems 94
Adapted numerical methods for advection-reaction-diffusion problems generating periodic wavefronts 94
Practical construction of Two-Step Collocation Runge-Kutta methods for Ordinary Differential Equations 94
Algebraically stable two-step Runge-Kutta and continuous methods for ordinary differential equations 93
Numerical solution of partial differential equations by IMEX methods based on non-polynomial fitting 93
Numerical solution of a diffusion problem by exponentially fitted finite difference methods 92
General Nyström methods in Nordsieck form: Error analysis 92
Two-step diagonally-implicit collocation-based methods for Volterra Integral Equations. 91
Perturbed MEBDF methods 90
GENERAL LINEAR NYSTROM METHODS 90
Numerical solution of time-fractional reaction-diffusion systems 88
Partitioned general linear methods for separable Hamiltonian problems 87
Risoluzione numerica di sistemi di equazioni differenziali di grandi dimensioni su GPUs 86
On the stability of Euler-Maruyama and Milstein type methods for stochastic Volterra integral equations 86
Long-term stability of multi-value methods for ordinary differential equations 84
G-symplecticity implies conjugate-symplecticity of the underlying one-step method 84
Two-step diagonally-implicit collocation-based methods for Volterra Integral Equations 83
Exponential mean-square stability of numerical methods for nonlinear stochastic differential equations 82
High order exponentially fitted methods for periodic Volterra integral equations 82
Modified Collocation Techniques for Evolutionary Problems 82
Some recent advances in the numerical solution of differential equations 82
Adapted numerical methods for oscillatory evolutionary problems 82
Search for Highly Stable General Linear Methods for Ordinary Differential Equations 81
On the employ of time series in the numerical treatment of differential equations modelling oscillatory phenomena 79
Continuous Two–Step Runge–Kutta Methods for Ordinary Differential Equations 78
Numerical solution of Hamiltonian problems by G-symplectic integrators 78
Exponentially fitted methods for second order ordinary differential equations with parameter estimation 78
General linear methods for y" = f ( y(t)) 77
On the stability of Euler-Maruyama and Milstein type methods for stochastic Volterra integral equations 77
Parameter estimation in exponentially fitted hybrid methods for second order differential problems 76
Long-term stability of multi-value methods for ordinary differential equations 76
Nearly preserving numerical methods for differential equations 76
Stability issues in the numerical solution of stochastic differential equations 75
Structure-preserving numerical integration of evolutionary problems 75
Highly Stable General Linear Methods for Differential Systems 73
Numerical treatment of reaction-diffusion problems by trigonometrically-fitted methods 73
Numerical modeling of T-cell dynamics by reaction-diffusion problems 73
Canonical Properties of General Linear Methods for Hamiltonian Problems 72
General Linear Methods for Special Second Order ODEs 72
Some recent advances in the numerical solution of functional equations 71
Modified Collocation Techniques for Ordinary Differential Equations and Volterra Integral Equations 70
Two-step Runge-Kutta methods with quadratic stability functions 69
Long-term structure-preserving numerical methods for Hamiltonian problems in Physics and Medicine 69
Highly stable numerical methods for second order differential equations 68
Modified collocation-based numerical methods for Volterra Integral and Integro-Differential Equations 67
Diagonally implicit exponentially fitted Runge-Kutta methods with equation dependent coefficients 67
Highly stable two step collocation methods for stiff differential systems 66
Multi-value Numerical Methods for Hamiltonian Systems 66
Recent advances in numerical modeling for differential problems 66
Exponentially fitted numerical methods for differential systems with equation dependent coefficients 64
NEARLY CONSERVATIVE MULTI-VALUE NUMERICAL METHODS FOR HAMILTONIAN PROBLEMS 64
Structure-preserving numerical methods for differential problems 63
Totale 9.612
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Categoria #
all - tutte 30.537
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 30.537
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/2021840 7 82 95 9 123 53 107 29 106 5 89 135
2021/2022761 7 2 5 7 9 22 7 23 108 93 118 360
2022/20231.272 127 96 31 156 178 259 3 131 201 2 61 27
2023/2024461 53 75 21 16 33 50 17 44 8 33 27 84
2024/20251.439 57 49 53 91 61 134 130 177 171 94 215 207
2025/2026134 134 0 0 0 0 0 0 0 0 0 0 0
Totale 10.199