statistiche ricercatore

MANTICA, GIORGIO DOMENICO PIO

Distribuzione geografica

Continente	#
NA - Nord America	6.454
EU - Europa	3.410
AS - Asia	2.225
SA - Sud America	237
AF - Africa	26
Continente sconosciuto - Info sul continente non disponibili	5
OC - Oceania	2
Totale	12.359

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Nazione	#
US - Stati Uniti d'America	6.407
IT - Italia	1.637
SG - Singapore	726
UA - Ucraina	635
CN - Cina	482
TR - Turchia	362
VN - Vietnam	276
SE - Svezia	275
HK - Hong Kong	265
BR - Brasile	204
FI - Finlandia	174
IE - Irlanda	162
DE - Germania	126
RU - Federazione Russa	109
FR - Francia	108
GB - Regno Unito	104
BD - Bangladesh	32
IN - India	32
MX - Messico	22
CA - Canada	18
ES - Italia	15
AR - Argentina	13
BE - Belgio	12
CH - Svizzera	12
IQ - Iraq	10
NL - Olanda	9
JP - Giappone	8
PL - Polonia	8
ZA - Sudafrica	8
EC - Ecuador	7
MA - Marocco	6
UZ - Uzbekistan	6
EU - Europa	4
HU - Ungheria	4
NG - Nigeria	4
PK - Pakistan	4
TN - Tunisia	4
CR - Costa Rica	3
EG - Egitto	3
GR - Grecia	3
MY - Malesia	3
AE - Emirati Arabi Uniti	2
AL - Albania	2
CO - Colombia	2
CY - Cipro	2
GE - Georgia	2
ID - Indonesia	2
JO - Giordania	2
LT - Lituania	2
LU - Lussemburgo	2
NP - Nepal	2
PE - Perù	2
PH - Filippine	2
PY - Paraguay	2
UY - Uruguay	2
VE - Venezuela	2
A1 - Anonimo	1
AU - Australia	1
AZ - Azerbaigian	1
BA - Bosnia-Erzegovina	1
BG - Bulgaria	1
BH - Bahrain	1
BO - Bolivia	1
BS - Bahamas	1
BY - Bielorussia	1
CL - Cile	1
CZ - Repubblica Ceca	1
DO - Repubblica Dominicana	1
HN - Honduras	1
HR - Croazia	1
IM - Isola di Man	1
LB - Libano	1
LV - Lettonia	1
MD - Moldavia	1
MT - Malta	1
NI - Nicaragua	1
NZ - Nuova Zelanda	1
OM - Oman	1
RO - Romania	1
SA - Arabia Saudita	1
SK - Slovacchia (Repubblica Slovacca)	1
SN - Senegal	1
SR - Suriname	1
Totale	12.359

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Città	#
Milan	1.138
Fairfield	906
Ashburn	525
Jacksonville	481
Woodbridge	471
San Jose	409
Houston	361
Singapore	355
Seattle	353
Chandler	330
Wilmington	318
Cambridge	295
Hong Kong	261
Ann Arbor	256
Izmir	226
Nyköping	183
Princeton	172
Dearborn	171
Dublin	162
Beijing	161
Dallas	123
The Dalles	93
Boardman	92
Dong Ket	88
Rome	78
Lauterbourg	74
Como	67
San Mateo	67
Council Bluffs	62
San Diego	47
Ho Chi Minh City	39
Kocaeli	38
Santa Clara	34
Chicago	33
Ogden	33
Hanoi	26
London	25
Hefei	24
Washington	23
Kunming	22
Los Angeles	21
New York	20
Chennai	19
Helsinki	19
São Paulo	19
Düsseldorf	18
Guangzhou	17
Orem	16
Mexico City	15
Verona	15
Jinan	13
Nanjing	13
Brussels	12
Shenzhen	11
Norwalk	10
Torino	10
Columbus	8
Montreal	8
San Francisco	8
Tokyo	8
Zhengzhou	8
Brooklyn	7
Nanchang	7
Naples	7
Thalwil	7
Turku	7
Xian	7
Bertamirans	6
Biandronno	6
Dhaka	6
Ottawa	6
Rio de Janeiro	6
Shenyang	6
Brasília	5
Frankfurt am Main	5
Hebei	5
Mumbai	5
Phoenix	5
Seveso	5
Stockholm	5
Tianjin	5
Wenzhou	5
Wuhan	5
Brescia	4
Budapest	4
Busto Arsizio	4
Cape Town	4
Guarulhos	4
Guayaquil	4
Haiphong	4
Kilburn	4
Miami	4
Nanning	4
Redmond	4
Rho	4
Ribeirão Preto	4
Shanghai	4
Tashkent	4
Turin	4
Varese	4
Totale	9.106

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Nome	#
Cyclotron-Bloch dynamics of a quantum particle in a two-dimensional lattice	223
Regularity of Minkowski's question mark measure, its inverse and a class of IFS invariant measures	219
Dynamical control of decay and decoherence in complex quantum systems	216
Coarse-grained probabilistic automata mimicking chaotic systems	213
Construction of multifractal measures in dynamical systems from their invariance properties	187
Fractal measures and polynomial sampling: IFS-Gaussian integration	186
Fourier transforms of orthogonal polynomials of singular continuous spectral measures	184
Regular and anomalous quantum diffusion in the Fibonacci kicked rotator	183
Extreme value laws for fractal intensity functions in dynamical systems: Minkowski analysis	179
Multifractal Energy Spectra and Their Dynamical Implications	178
Multifractal properties of return time statistics	176
Dynamical Systems and Numerical Analysis: the Study of Measures generated by Uncountable I.F.S.	176
Quantum dynamical entropy and an algorithm by Gene Golub	175
Random Matrices as Models for the Statistics of QuantumMechanics	175
Direct and inverse computation of Jacobi matrices of infinite iterated function systems	174
Relevance of Classical Chaos to Quantum Mechanics	172
Classical stabilization of periodically kicked hydrogen atoms	172
Orthogonal polynomials of equilibrium measures supported on Cantor sets	171
Combining global and local optimization techniques for automatic history-matching production and seismic data	170
Classical Mechanical Theories of Intense Field Stabilization	169
Plato, Apollonius, and Klein: playing with spheres	169
Quantum algorithmic integrability: The metaphor of classical polygonal billiards	168
Cyclotron-Bloch dynamics of a quantum particle in a two-dimensional lattice. II. Arbitrary electric field directions	167
Group theory of hyperbolic circle packings	165
Applying algorithmic complexity to define chaos in the motion of complex systems	164
The global statistics of return times: return time dimensions versus generalized measure dimensions	161
On computing Jacobi matrices associated with recurrent and Mobius iterated function systems	154
Driven Harper model	154
Quantum Resonances and Strong Field Ionization	152
Inverse problems in fractal construction: Moment method solution	151
Caos - Chaos	149
The Arnol'd Cat: Failure of the Correspondence Principle	148
Close-coupling analysis of electron-impact excitation of Na(4s)	148
Multifractal Coding Measures in Dynamics	147
On the statistical distribution of first--return times of balls and cylinders in chaotic systems	145
Electron wave filters from inverse scattering theory	145
Generalized dimensions, large deviations and the distribution of rare events	144
Dynamical control of decay and decoherence in Complex quantumsystems	143
Wave propagation in almost-periodic structures	141
The asymptotic behaviour of the Fourier transform of orthogonal polynomials I: Mellin transform techniques	140
On the Completeness of the Classical Limit of QuantumMechanics	140
On the attractor of one-dimensional infinite iterated function systems	140
Plato, Apollonius, and Klein: Playing with Spheres	139
The Arnol'd cat: Failure of the correspondence principle	139
Almost-Periodic Lattice Systems derived from theirSpectral properties	137
Is subthreshold ionization a chaotic phenomenon ?	136
Quantum bound states in open geometries	135
Nonlinear forecasting and iterated function systems	135
Chaos and Spectral Properties of Quantum Systems	134
Refinable functions, functionals, and iterated function systems	134
Computing Orthogonal Polynomials for Fractal Measures	133
Quantum intermittency : old or new phenomenon ?	132
Exact bounds to one-dimensional potential scattering amplitudes through the classical theory of moments	132
Caos: sviluppi recenti	132
Minkowski's question mark measure	132
Does quantum mechanics obey the correspondence principle? Is it complete?	130
Universal statistical behavior of the complex zeros of Wiener transfer functions	130
The asymptotic behaviour of the Fourier transform of orthogonal polynomials II: Iterated Function Systems and Quantum Mechanics	127
Techniques for Solving Inverse Fractal Problems	126
Preface (Editorial)	126
Computing the equilibrium measure of a system of intervals converging to a Cantor set	126
Quantization of lattice Schrödinger operators via the trigonometric moment problem	125
Quantum intermittency in almost-periodic lattice systems derived from their spectral properties	123
Orthogonal polynomials associated to almost periodic Schrödinger operators. A trend towards random orthogonal polynomials	121
Chaotic Optimization and the Construction of Fractals	121
Exact computation of the spectra of periodic Schrödinger operators, and electronic states of modulated superlattices	119
Distribution of roots of random real generalized polynomials	117
Classical Chaos versus Quantum Integrability: Nature of aClash	113
Many-Body Systems and Quantum Chaos: The Multiparticle Quantum Arnol’d Cat	113
Asymptotic Behavior of Jacobi Matrices of IFS: A Long-Standing Conjecture	112
he Multiparticle Quantum Arnol'd Cat: a test case for the decoherence approach to quantum chaos	110
Fractal Dimensions and Quantum Evolution Associated withSparse Potential Jacobi Matrices	109
Exact and Approximate Reconstruction ofMultifractal Coding Functions	106
Fractal Dimensions and Quantum Evolution Associated with Sparse Potential Jacobi Matrices in Long time behaviour of classical and quantum systems	105
A Stable Stieltjes Technique to Compute Jacobi MatricesAssociated with Singular Measures	102
Devil's gearworks	102
Generalized Bessel Functions: Theoretical Relevance, and Computational Techniques	101
Fourier-Bessel functions and the many asymptotics of orthogonal polynomials of singular continuous measures	97
Space-filling bearings	96
Chaotic optimization for reservoir history matching	96
Statistical Properties of the Zeros of the Transfer Functionin Signal Processing	95
Extreme value theory of evolving phenomena in complex dynamical systems: Firing cascades in a model of a neural network	95
Simulating epidemics via the theory of dynamical systems	94
{CT}{ extendash}scans of fractal and non fractal measures in the plane coded by affine homogeneous iterated function systems	88
On the Asymptotic Properties of Quantum Mechanics in thePresence of a Fractal Spectrum	78
null	76
Behavior of Correlation Functions in the Dynamics of the Multiparticle Quantum Arnol’d Cat	70
Attractors of iterated function systems with uncountably many maps and infinite sums of Cantor sets	68
Estimating the trace of matrix functions with application to complex networks	58
Quantum entropies and decoherence for the multiparticle quantum Arnol’d Cat †	46
Totale	12.404

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Categoria	#
all - tutte	49.938
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	49.938

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	Totale	Lug	Ago	Sett	Ott	Nov	Dic	Gen	Feb	Mar	Apr	Mag	Giu
2021/2022	863	126	126	70	38	21	24	52	42	61	126	71	106
2022/2023	1.013	117	51	80	97	66	228	8	110	162	18	44	32
2023/2024	1.766	294	280	289	315	374	101	12	20	59	11	5	6
2024/2025	1.072	30	10	194	17	33	67	17	77	164	76	89	298
2025/2026	2.235	193	151	103	231	186	130	553	124	201	180	110	73
2026/2027	27	27	0	0	0	0	0	0	0	0	0	0	0
Totale													12.404