FERRARI, MATTEO
FERRARI, MATTEO
DIPARTIMENTO DI MATEMATICA 'FELICE CASORATI'
A virtual element method for the solution of 2D time-harmonic elastic wave equations via scalar potentials
2024-01-01 Falletta, S.; Ferrari, M.; Scuderi, L.
BINARY RECURRENCES WITH PRIME POWERS AS FIXED POINTS OF THEIR DISCRIMINATOR
2021-01-01 Ferrari, Matteo
CVEM-BEM Coupling for the Simulation of Time-Domain Wave Fields Scattered by Obstacles with Complex Geometries
2023-01-01 Desiderio, L.; Falletta, S.; Ferrari, M.; Scuderi, L.
CVEM-BEM Coupling with Decoupled Orders for 2D Exterior Poisson Problems
2022-01-01 Desiderio, L.; Falletta, S.; Ferrari, M.; Scuderi, L.
Developments on the Stability of the Non-symmetric Coupling of Finite and Boundary Elements
2023-01-01 Ferrari, M.
Generalized convolution quadrature based on the trapezoidal rule
2026-01-01 Banjai, Lehel; Ferrari, Matteo
Inf–Sup Stable Space–Time Discretization of the Wave Equation Based on a First-Order-In-Time Variational Formulation
2026-01-01 Ferrari, M.; Perugia, I.; Zampa, E.
Intrinsic unconditional stability in space–time isogeometric approximation of the acoustic wave equation in second-order formulation
2026-01-01 Ferrari, M.; Perugia, I.
On a basic mean value theorem with explicit exponents
2022-01-01 Ferrari, M.
On the Coupling of the Curved Virtual Element Method with the One-Equation Boundary Element Method for 2D Exterior Helmholtz Problems
2022-01-01 Desiderio, L.; Falletta, S.; Ferrari, M.; Scuderi, L.
On the Minimal Number of Solutions of the Equation φ(n +k) = M φ(n), M = 1, 2
2023-01-01 Ferrari, Matteo; Sillari, Lorenzo
Runge–Kutta convolution quadrature based on Gauss methods
2024-01-01 Banjai, Lehel; Ferrari, Matteo
Some properties of a modified Hilbert transform
2024-01-01 Ferrari, Matteo
Stability of conforming space–time isogeometric methods for the wave equation
2026-01-01 Ferrari, Matteo; Fraschini, Sara