IRIS
NUCCI, Maria Clara
 Distribuzione geografica
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Continente #
NA - Nord America 1.706
EU - Europa 1.429
AS - Asia 158
AF - Africa 8
OC - Oceania 5
Continente sconosciuto - Info sul continente non disponibili 1
SA - Sud America 1
Totale 3.308
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Nazione #
US - Stati Uniti d'America 1.698
IE - Irlanda 780
SE - Svezia 405
IT - Italia 189
SG - Singapore 88
CN - Cina 53
BE - Belgio 23
HK - Hong Kong 10
UA - Ucraina 9
AU - Australia 5
BI - Burundi 5
GB - Regno Unito 5
NL - Olanda 5
DE - Germania 4
CA - Canada 3
DO - Repubblica Dominicana 3
IN - India 3
PL - Polonia 3
AT - Austria 2
TR - Turchia 2
VN - Vietnam 2
AL - Albania 1
CZ - Repubblica Ceca 1
ES - Italia 1
EU - Europa 1
HN - Honduras 1
MX - Messico 1
NG - Nigeria 1
RE - Reunion 1
RU - Federazione Russa 1
UY - Uruguay 1
ZA - Sudafrica 1
Totale 3.308
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Città #
Dublin 780
Chandler 456
Nyköping 360
Princeton 244
Medford 120
Des Moines 98
Ann Arbor 74
Ashburn 63
Singapore 50
Terni 43
Messina 37
Brussels 23
Wilmington 20
Boardman 16
San Mateo 13
Castiglione Del Lago 11
Perugia 11
Bologna 10
Guangzhou 10
Redwood City 10
Washington 8
Xian 8
Vernon Rockville 7
Foligno 6
Norwalk 6
Seattle 6
Central District 5
Garden City 5
Hangzhou 5
Shenzhen 5
Milan 4
Brooklyn 3
Città Di Castello 3
Houston 3
London 3
Meppel 3
Santo Domingo 3
Spoleto 3
Turin 3
Vancouver 3
Venice 3
Woodbridge 3
Bursa 2
Catania 2
Chengdu 2
Dong Ket 2
Gitega 2
Ipswich 2
Livorno 2
Mountain View 2
Nagpur 2
Nashville 2
New York 2
Passignano sul Trasimeno 2
Rome 2
Shanghai 2
Vienna 2
Warsaw 2
Wuhan 2
Alseno 1
Amsterdam 1
Boydton 1
Brno 1
Centro 1
Corciano 1
Foggia 1
Greensboro 1
Groningen 1
Jinan 1
Melbourne 1
Montevideo 1
Nanjing 1
Nuremberg 1
Piedimonte 1
Prineville 1
Pune 1
Qendra 1
Redmond 1
Saarbrücken 1
San Sebastián de los Reyes 1
Santa Clara 1
Scandiano 1
Svedala 1
Tlalnepantla 1
Trieste 1
Totale 2.607
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Nome #
Nonlinear Systems and Their Remarkable Mathematical Structures. Vol. 2 72
Ordinary differential equations invariant under two-variable Moebius transformations 61
Ubiquitous symmetries 59
MHD as a driver for mixing in AGB stars 59
Interactive REDUCE programs for calculating Lie point, non-classical, Lie-Bäcklund, and approximate symmetries of differential equations: manual and floppy disk 52
Using Lie symmetries in epidemiology 51
Solution to problem 2005-2: Dirichelet problem for a non-autonomous Bratu equation 50
Solution of a mathematical model for the treatment of rheumatoid arthritis 50
Heir-equations for partial differential equations: a 25-year review 47
An algebraic approach to laying a ghost to rest 47
Alcuni moti non stazionari di un fluido conduttore in un tubo cilindrico di conduttività finita 46
Rotation motions of a gyrostatic satellite in a Kepler orbit 45
Alcune soluzioni esatte in magnetofluidodinamica 45
An old method of Jacobi to find Lagrangians 45
Point and counterpoint between Mathematical Physics and Physical Mathematics 45
Symmetries of linear, C-integrable, S-integrable, and non-integrable equations 45
Are all classical superintegrable systems in two-dimensional space linearizable? 44
Application of Lie group analysis to a mathematical model which describes HIV transmission 43
Conservation laws for the Schrödinger-Newton equations 43
Analysis of the threadline equations 42
Pseudopotentials and integrability properties of the Burgers' equation 42
Comparison of classical and alternative fluid equations using symmetry methods 42
Jacobi's last multiplier and the complete symmetry group of the Euler-Poinsot system 41
Four dimensional Lie symmetry algebras and fourth order ordinary differential equations 41
Maximally superintegrable systems in flat three-dimensional space are linearizable 40
Calogero's "goldfish" is indeed a school of free particles 40
Classical integrals as quantum mechanical differential operators: a comparison with the symmetries of the Schroedinger equation 40
Application of Lie group analysis to a core group model for sexually transmitted diseases 39
S-PROCESSING in AGB STARS REVISITED. II. ENHANCED 13C PRODUCTION THROUGH MHD-INDUCED MIXING 39
Quantization of classical mechanics: shall we Lie? 39
Lie Groups and Quantum Mechanics 38
Generalized symmetries, first integrals, and exact solutions of chains of differential equations 38
The complete Kepler group can be derived by Lie group analysis 38
Gauge variant symmetries for the Schrodinger equation 38
On reciprocal auto-Bäcklund transformations and the Korteweg-de-Vries hierarchy 37
Group analysis and heir-equations of a mathematical model for thin liquid films 37
Quantization of the dynamics of a particle on a double cone by preserving Noether symmetries 37
Lie point symmetries and first integrals: the Kowalevsky top 37
Classical and nonclassical symmetries of the Helmholtz equation 36
Fuch's solution of Painleve' VI equation by means of Jacobi last multiplier 36
The Jacobi Last Multiplier and its Applications in Mechanics 36
The ladder problem: Painleve' integrability and explicit solution 36
Lie symmetries, quantisation and c-isochronous nonlinear oscillators 35
From Lagrangian to Quantum Mechanics with Symmetries 35
The determination of nonlocal symmetries by the technique of reduction of order 35
Ermakov's superintegrable toy and nonlocal symmetries 35
Jacobi's three-body system moves like a free particle 34
Group analysis for M.H.D. equations 34
Superintegrable systems in non-Euclidean plane: Hidden symmetries leading to linearity 34
Analysis of fluid equations by group methods 33
The Ermanno-Bernoulli constants and representations of the complete symmetry group of the Kepler Problem 33
Noether Symmetries Quantization and Superintegrability of Biological Models 32
Lax pairs galore 32
Can extended mixing in red giants be attributed to magnetic mechanisms? 32
Symmetries and heir equations for the laminar boundary layer model 31
Using an old method of Jacobi to derive Lagrangians: a nonlinear dynamical system with variable coefficients 30
Lorenz integrable system moves a` la Poinsot 30
Tales of Gods and Heroes: The nectar of the Gods 30
The harmony in the Kepler and related problems 30
A Lie symmetry connection between Jacobi's modular differential equation and Schwarzian differential equation 29
Riccati-type pseudopotentials and their applications 28
The nonclassical method is more general than the direct method for symmetry reductions: an example of the Fitzhugh-Nagumo equation 28
An integrable S-I-S model 28
Nonclassical symmetries as special solutions of heir-equations 28
Jacobi's last multiplier and Lagrangians for multidimensional linear systems 27
Nonclassical symmetries for a class of reaction-diffusion equations: the method of heir-equations 27
Symmetries and symbolic computation 25
Group theoretical analysis of a rotating shallow liquid in a rigid container 25
Group analysis for unsteady axisymmetric incompressible viscous flow (kinematic approach) 25
Lagrangians for biological models 24
Pseudopotentials, Lax equations and Bäcklund transformations for non-linear evolution equations 24
Similarity solutions and spherical discontinuity waves in hyperelastic materials subject to a non constant deformation 24
Lagrangians for equations of Painleve' type by means of Jacobi Last Multiplier 24
On the inverse problem of calculus of variations for fourth-order equations 24
Jacobi last multiplier, Lie symmetries, and hidden linearity: "goldfishes" galore 24
Reduction of the classical MICZ-Kepler problem to a two-dimensional linear isotropic harmonic oscillator 24
Jacobi's last multiplier and the complete symmetry group of the Ermakov-Pinney equation 23
On reciprocal auto-Bäcklund transformations: application to a new nonlinear hierarchy 23
Painlevè property and pseudopotentials for nonlinear evolution equations 23
Jacobi last multiplier and Lie symmetries: a novel application of an old relationship 23
Hidden linearity in systems for competition with evolution in ecology and finance 22
Seeking (and finding) Lagrangians 22
Jacobi's last multiplier and symmetries for the Kepler problem plus a lineal story 22
Integration of third order ordinary differential equations by Lie's method: equations admitting three-dimensional Lie algebras 22
Lie symmetries and superintegrability 22
Lagrangians for dissipative nonlinear oscillators: the method of Jacobi Last Multiplier 22
Undefined Jacobi last multiplier? Complete symmetry group! 22
Symmetry, singularities and integrability in complex dynamics V: Complete symmetry groups of certain relativistic spherically symmetric systems 22
ON NONLOCAL SYMMETRIES GENERATED BY RECURSION OPERATORS: SECOND-ORDER EVOLUTION EQUATIONS 22
Symmetry analysis of and first integrals for the continuum Heisenberg spin chain 22
Lie symmetries of a Painleve'-type equation without Lie symmetries 22
The nonlinear pendulum always oscillates 22
Magnetohydrodynamics and deep mixing in evolved stars. I. two- and three-dimensional analytical models for the asymptotic giant branch 22
What symmetries can do for you 21
λ-symmetries and Jacobi last multiplier 21
λ-Symmetries for the Reduction of Continuous and Discrete Equations 21
The method of Ostrogradsky, quantisation and a move towards a ghost-free future 20
Symmetries for thought 20
Reciprocal auto-Bäcklund transformations via the Möbius group 20
Pseudopotentials for nonlinear evolution equations in 2+1 dimensions 20
Totale 3.352
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Categoria #
all - tutte 19.149
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 19.149
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Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2020/202193 0 0 0 0 0 0 0 0 79 9 0 5
2021/20221.435 47 43 386 113 221 24 9 27 20 4 10 531
2022/20231.812 197 220 123 113 47 90 31 78 868 4 30 11
2023/2024348 25 42 52 27 30 49 4 20 0 3 3 93
2024/202520 15 5 0 0 0 0 0 0 0 0 0 0
Totale 3.708