Bertrand S.; Nucci M.C., Linearity of minimally superintegrable systems in a static electromagnetic field, «JOURNAL OF PHYSICS. A, MATHEMATICAL AND THEORETICAL», 2023, 56, Article number: 29520101, pp. 1 - 25 [articolo]
Nucci M.C.; Sansonetto N., Moving energies hide within Noether’s first theorem, «JOURNAL OF PHYSICS. A, MATHEMATICAL AND THEORETICAL», 2023, 56, Article number: 165202, pp. 1 - 9 [articolo]Open Access
Valter H. Carvalho‑Silva, Flávio O. Sanches‑Neto, Guilherme M. Leão, Simonetta Cavalli, Dario De Fazio, Maria C. Nucci, Vincenzo Aquilanti, Renormalized chemical kinetics and benchmark quantum mechanical rates: activation energies and tunnelling transitivities for the reactions
of fluorine atoms with H2 and HD, «ATTI DELLA ACCADEMIA NAZIONALE DEI LINCEI. RENDICONTI LINCEI. SCIENZE FISICHE E NATURALI», 2023, 34, pp. 997 - 1011 [articolo]Open Access
Nucci M.C.; Campoamor-Stursberg R., Minimally superintegrable systems in flat three-dimensional space are also linearizable, «JOURNAL OF MATHEMATICAL PHYSICS», 2022, 63, Article number: 123510, pp. 1 - 9 [articolo]Open Access
M. Euler; N. Euler; M. C. Nucci, On differential equations invariant under two-variable Moebius transformations, «OPEN COMMUNICATIONS IN NONLINEAR MATHEMATICAL PHYSICS», 2022, 2, pp. 173 - 185 [articolo]Open Access
C. Muriel; M. C. Nucci, Generalized symmetries, first integrals, and exact solutions of chains of differential equations, «OPEN COMMUNICATIONS IN NONLINEAR MATHEMATICAL PHYSICS», 2021, 1, pp. 41 - 56 [articolo]Open Access
Nucci M. C.; Campoamor-Stursberg R., Maximally superintegrable systems in flat three-dimensional space are linearizable, «JOURNAL OF MATHEMATICAL PHYSICS», 2021, 62, Article number: 012702, pp. 1 - 13 [articolo]Open Access
M. Euler; N. Euler; M. C. Nucci, Ordinary differential equations invariant under two-variable Moebius transformations, «APPLIED MATHEMATICS LETTERS», 2021, 117, Article number: 107105, pp. 1 - 5 [articolo]Open Access
G. Gubbiotti; M. C. Nucci, Superintegrable systems in non-Euclidean plane: Hidden symmetries leading to linearity, «JOURNAL OF MATHEMATICAL PHYSICS», 2021, 62, Article number: 073503, pp. 1 - 28 [articolo]Open Access
M. C. Nucci, Heir-equations for partial differential equations: a 25-year review, in: Nonlinear Systems and Their Remarkable Mathematical Structure, Boca Raton, CRC Press, 2020, pp. 188 - 205 [capitolo di libro]Open Access
Euler, N; Nucci, M. C., Nonlinear Systems and Their Remarkable Mathematical Structures. Vol. 2, USA, CRC PRESS, 2020, pp. 526 . [curatela]
Matteucci L.; Nucci M. C., Solution of a mathematical model for the treatment of rheumatoid arthritis, «COMMUNICATIONS IN APPLIED AND INDUSTRIAL MATHEMATICS», 2019, 10, pp. 12 - 24 [articolo]
Gubbiotti G.; Nucci M.C., Are all classical superintegrable systems in two-dimensional space linearizable?, «JOURNAL OF MATHEMATICAL PHYSICS», 2017, 58, pp. 1 - 14 [articolo]
Euler, Marianna; Euler, Norbert; NUCCI, Maria Clara, ON NONLOCAL SYMMETRIES GENERATED BY RECURSION OPERATORS: SECOND-ORDER EVOLUTION EQUATIONS, «DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS», 2017, 37, pp. 4239 - 4247 [articolo]
Gubbiotti, G.; NUCCI, Maria Clara, Quantization of the dynamics of a particle on a double cone by preserving Noether symmetries, «JOURNAL OF NONLINEAR MATHEMATICAL PHYSICS», 2017, 23, pp. 356 - 367 [articolo]
