FERRARI, PAOLA
FERRARI, PAOLA
DIPARTIMENTO DI SCIENZA E ALTA TECNOLOGIA
A multidisciplinary approach to estimating wolf population size for long-term conservation
2023-01-01 Marucco, F.; Boiani, M. V.; Dupont, P.; Milleret, C.; Avanzinelli, E.; Pilgrim, K.; Schwartz, M. K.; von Hardenberg, A.; Perrone, D. S.; Friard, O. P.; Menzano, A.; Bisi, F.; Fattori, U.; Tomasella, M.; Calderola, S.; Carolfi, S.; Ferrari, P.; Chioso, C.; Truc, F.; Bombieri, G.; Pedrotti, L.; Righetti, D.; Acutis, P. L.; Guglielmo, F.; Hauffe, H. C.; Rossi, C.; Caniglia, R.; Aragno, P.; La Morgia, V.; Genovesi, P.; Bischof, R.
A SYMBOL-BASED ANALYSIS for MULTIGRID METHODS for BLOCK-CIRCULANT and BLOCK-TOEPLITZ SYSTEMS
2022-01-01 Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I.
Multigrid methods for block-Toeplitz linear systems: convergence analysis and applications
2021-01-01 Donatelli, M.; Ferrari, P.; Furci, I.; Serra-Capizzano, S.; Sesana, D.
Multilevel symmetrized Toeplitz structures and spectral distribution results for the related matrix sequences
2021-01-01 Ferrari, Paola; Furci, Isabella; Serra-Capizzano, Stefano
Symbol based convergence analysis in block multigrid methods with applications for Stokes problems
2023-01-01 Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I.
Symbol based convergence analysis in multigrid methods for saddle point problems
2023-01-01 Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I.
The eigenvalue distribution of special 2-by-2 block matrix-sequences with applications to the case of symmetrized toeplitz structures∗
2019-01-01 Ferrari, P.; Furci, I.; Hon, S.; Mursaleen, M. A.; Serra-Capizzano, S.
Toeplitz and Block-Toeplitz Structures with Variants: from the Spectral Analysis to Preconditioning and Multigrid Methods Using a Symbol Approach
2020-01-01 Ferrari, Paola
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| A multidisciplinary approach to estimating wolf population size for long-term conservation | 1-gen-2023 | Marucco, F.; Boiani, M. V.; Dupont, P.; Milleret, C.; Avanzinelli, E.; Pilgrim, K.; Schwartz, M. K.; von Hardenberg, A.; Perrone, D. S.; Friard, O. P.; Menzano, A.; Bisi, F.; Fattori, U.; Tomasella, M.; Calderola, S.; Carolfi, S.; Ferrari, P.; Chioso, C.; Truc, F.; Bombieri, G.; Pedrotti, L.; Righetti, D.; Acutis, P. L.; Guglielmo, F.; Hauffe, H. C.; Rossi, C.; Caniglia, R.; Aragno, P.; La Morgia, V.; Genovesi, P.; Bischof, R. | |
| A SYMBOL-BASED ANALYSIS for MULTIGRID METHODS for BLOCK-CIRCULANT and BLOCK-TOEPLITZ SYSTEMS | 1-gen-2022 | Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I. | |
| Multigrid methods for block-Toeplitz linear systems: convergence analysis and applications | 1-gen-2021 | Donatelli, M.; Ferrari, P.; Furci, I.; Serra-Capizzano, S.; Sesana, D. | |
| Multilevel symmetrized Toeplitz structures and spectral distribution results for the related matrix sequences | 1-gen-2021 | Ferrari, Paola; Furci, Isabella; Serra-Capizzano, Stefano | |
| Symbol based convergence analysis in block multigrid methods with applications for Stokes problems | 1-gen-2023 | Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I. | |
| Symbol based convergence analysis in multigrid methods for saddle point problems | 1-gen-2023 | Bolten, M.; Donatelli, M.; Ferrari, P.; Furci, I. | |
| The eigenvalue distribution of special 2-by-2 block matrix-sequences with applications to the case of symmetrized toeplitz structures∗ | 1-gen-2019 | Ferrari, P.; Furci, I.; Hon, S.; Mursaleen, M. A.; Serra-Capizzano, S. | |
| Toeplitz and Block-Toeplitz Structures with Variants: from the Spectral Analysis to Preconditioning and Multigrid Methods Using a Symbol Approach | 1-gen-2020 | Ferrari, Paola |