IAVERNARO, Felice

IAVERNARO, Felice  

DIPARTIMENTO DI MATEMATICA  

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Risultati 1 - 20 di 123 (tempo di esecuzione: 0.056 secondi).
Titolo Data di pubblicazione Autore(i) File
(Spectral) Chebyshev collocation methods for solving differential equations 1-gen-2023 Amodio, P.; Brugnano, L.; Iavernaro, F.
A Dynamic Precision Floating-Point Arithmetic Based on the Infinity Computer Framework 1-gen-2020 Amodio, Pierluigi; Brugnano, Luigi; Iavernaro, Felice; Mazzia, Francesca
A fourth order symplectic and conjugate-symplectic extension of the midpoint and trapezoidal methods 1-gen-2021 Iavernaro, F.; Mazzia, F.
A general framework for solving differential equations 1-gen-2022 Brugnano, L.; Iavernaro, F.
A generalized Taylor method of order three for the solution of initial value problems in standard and infinity floating-point arithmetic 1-gen-2017 Amodio, P.; Iavernaro, F.; Mazzia, F.; Mukhametzhanov, M. S.; Sergeyev, Y. a. D.
A minimum-time obstacle-avoidance path planning algorithm for unmanned aerial vehicles 1-gen-2022 De Marinis, A.; Iavernaro, F.; Mazzia, F.
A multiregional extension of the SIR model, with application to the COVID-19 spread in Italy 1-gen-2021 Brugnano, L.; Iavernaro, F.; Zanzottera, P.
A new framework for polynomial approximation to differential equations 1-gen-2022 Brugnano, L.; Frasca-Caccia, G.; Iavernaro, F.; Vespri, V.
A note on a stable algorithm for computing the fractional integrals of orthogonal polynomials 1-gen-2022 Amodio, Pierluigi; Brugnano, Luigi; Iavernaro, Felice
A note on the continuous-stage Runge–Kutta(–Nyström) formulation of Hamiltonian Boundary Value Methods (HBVMs) 1-gen-2019 Amodio, P.; Brugnano, L.; Iavernaro, F.
A note on the efficient implementation of Hamiltonian BVMs 1-gen-2011 Brugnano, L; Iavernaro, Felice; Trigiante, D.
A simple framework for the derivation and analysis of effective one-step methods for ODEs 1-gen-2012 Brugnano, L; Iavernaro, Felice; Trigiante, D.
A Spectrally Accurate Step-by-Step Method for the Numerical Solution of Fractional Differential Equations 1-gen-2024 Brugnano, Luigi; Burrage, Kevin; Burrage, Pamela; Iavernaro, Felice
A two-step, fourth-order method with energy preserving properties 1-gen-2012 Brugnano, L; Iavernaro, Felice; Trigiante, D.
A unifying boundary value approach to the numerical solution of ODEs by multistep methods 1-gen-1994 Amodio, Pierluigi; Iavernaro, Felice; Mazzia, Francesca
Advanced numerical methods in applied sciences 1-gen-2019 Brugnano, L.; Iavernaro, F.
An entropy-based approach for a robust least squares spline approximation 1-gen-2024 Brugnano, L.; Giordano, D.; Iavernaro, F.; Rubino, G.
Analysis of Energy and QUadratic Invariant Preserving (EQUIP) methods 1-gen-2018 Brugnano, Luigi; Gurioli, Gianmarco; Iavernaro, Felice
Analysis of Hamiltonian Boundary Value Methods (HBVMs): A class of energy-preserving Runge–Kutta methods for the numerical solution of polynomial Hamiltonian systems 1-gen-2015 Brugnano, L; Iavernaro, Felice; Trigiante, D.
Analysis of spectral Hamiltonian boundary value methods (SHBVMs) for the numerical solution of ODE problems 1-gen-2019 Amodio, P.; Brugnano, L.; Iavernaro, F.