PAGANO, Giovanni

PAGANO, Giovanni  

Dipartimento di Matematica/DIPMAT  

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Titolo Data di pubblicazione Autore(i) File
A Model for Coupled Belousov-Zhabotinsky Oscillators with Delay 1-gen-2021 Pagano, Giovanni; Marcello Antonio Budroni, ; Raffaele, D'Ambrosio; Conte, Dajana; Ali Abou Hassan, ; Sandra, Ristori; Federico, Rossi; Paternoster, Beatrice
A Model For Diffusively Coupled Self-Oscillating Droplets With Delay 1-gen-2021 Budroni, Marcello A.; Conte, Dajana; D’Ambrosio, Raffaele; Pagano, Giovanni; Paternoster, Beatrice; Rossi, Federico
A nonstandard finite difference numerical method for an oscillatory diffusion-reaction problem 1-gen-2021 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Adapted numerical methods for stiff differential problems 1-gen-2022 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Adapted numerical schemes for differential problems 1-gen-2021 Pagano, Giovanni; Conte, Dajana; Paternoster, Beatrice
An extension of nonstandard finite differences with application to a vegetation model 1-gen-2022 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Equation dependent numerical methods for FDEs 1-gen-2021 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Explicit peer methods with Jacobian-dependent coefficients 1-gen-2021 Pagano, Giovanni; Conte, Dajana; Paternoster, Beatrice
First Experiences on Parallelizing Peer Methods for Numerical Solution of a Vegetation Model 1-gen-2022 Conte, D.; De Luca, P.; Galletti, A.; Giunta, G.; Marcellino, L.; Pagano, G.; Paternoster, B.
Generalized TASE-RK methods for stiff problems 1-gen-2023 Gonzalez-Pinto, S.; Hernandez-Abreu, D.; Pagano, G.; Perez-Rodriguez, S.
Jacobian-dependent peer methods for ordinary differential equations 1-gen-2021 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Jacobian-Dependent Two-Stage Peer Method for Ordinary Differential Equations 1-gen-2021 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Jacobian-dependent vs Jacobian-free discretizations for nonlinear differential problems 1-gen-2020 Conte, Dajana; D'Ambrosio, Raffaele; Pagano, Giovanni; Paternoster, Beatrice
Nonstandard finite differences numerical methods for a vegetation reaction–diffusion model 1-gen-2023 Conte, D.; Pagano, G.; Paternoster, B.
Numerical methods with equation-dependent coefficients for stiff differential problems 1-gen-2022 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
On the Advantages of Nonstandard Finite Difference Discretizations for Differential Problems 1-gen-2022 Conte, D.; Guarino, N.; Pagano, G.; Paternoster, B.
On the advantages of nonstandard finite differences discretizations for differential problems 1-gen-2021 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
On the numerical preservation of qualitative properties of differential equations 1-gen-2022 Conte, Dajana; Pagano, Giovanni; Paternoster, Beatrice
Synchronization scenarios due to the insertion of time delay in a communication ODEs model for chemical oscillators 1-gen-2021 Abou-Hassan, Ali; Budroni Marcello, A.; Conte, Dajana; D’Ambrosio, Raffaele; Pagano, Giovanni; Paternoster, Beatrice; Rossi, Federico; Ristori, Sandra
Synchronization scenarios induced by delayed communication in arrays of diffusively coupled autonomous chemical oscillators 1-gen-2021 Budroni, Marcello A.; Pagano, Giovanni; Conte, Dajana; Paternoster, Beatrice; D’Ambrosio, Raffaele; Ristori, Sandra; Abou-Hassan, Ali; Rossi, Federico