MEZZANOTTE, Domenico

MEZZANOTTE, Domenico  

DIPARTIMENTO di MATEMATICA,INFORMATICA ed ECONOMIA  

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Risultati 1 - 11 di 11 (tempo di esecuzione: 0.029 secondi).
Titolo Data di pubblicazione Autore(i) File
A discretization method for nonlocal diffusion type equations 1-gen-2022 Mezzanotte, D.; Occorsio, D.; Russo, M. G.; Venturino, E.
A high order numerical scheme for a nonlinear nonlocal reaction–diffusion model arising in population theory 1-gen-2024 Venturino, E.; Anita, S.; Mezzanotte, D.; Occorsio, D.
A Nyström method for Volterra-Fredholm integral equations with highly oscillatory kernel 1-gen-2023 Fermo, L.; Mezzanotte, D.; Occorsio, D.
A product integration rule on equispaced nodes for highly oscillating integrals 1-gen-2023 Fermo, L.; Mezzanotte, D.; Occorsio, D.
Analysis of a line method for reaction-diffusion models of nonlocal type 1-gen-2024 Mezzanotte, D.; Occorsio, D.; Venturino, E.
Combining Nyström methods for a fast solution of Fredholm integral equations of the second kind 1-gen-2021 Mezzanotte, D.; Occorsio, D.; Russo, M. G.
Compounded Product Integration rules on (0, +∞) 1-gen-2022 Mezzanotte, D.; Occorsio, D.
Numerical approximation of Fredholm integral equation by the constrained mock-Chebyshev least squares operator 1-gen-2024 Dell'Accio, F.; Mezzanotte, D.; Nudo, F.; Occorsio, D.
On the numerical solution of Volterra integral equations on equispaced nodes 1-gen-2023 Fermo, L.; Mezzanotte, D.; Occorsio, D.
Product integration rules by the constrained mock-Chebyshev least squares operator 1-gen-2023 Dell'Accio, F.; Mezzanotte, D.; Nudo, F.; Occorsio, D.
SIMULTANEOUS APPROXIMATION OF HILBERT AND HADAMARD TRANSFORMS ON BOUNDED INTERVALS 1-gen-2024 Mezzanotte, D.; Occorsio, D.