daniele prada imati | PRADA, DANIELE

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Daniele Prada. IMATI | Research Scientist | Nov 2023. Researcher at CNR-IMATI since January 2017. For more information, please visit my personal page (link in the box on the right). . Località: Pavia

Daniele Prada CNR–IMATI, Pavia, Italy e-mail: [email protected] Riccardo Sacco Mathematics, Politecnico di Milano, Milano, Italy Vision loss in many glaucoma patients .PRADA, DANIELE Nome completo. PRADA, DANIELE Afferenza. Istituto di Matematica Applicata e Tecnologie Informatiche - IMATI - Tutti (19) Tutti (19) Contributo in rivista (14) Contributo in .2 Prada et al. show that FETI-DP is quite robust in this respect, providing sat isfactory results also in this framework. This paper is organized as follows. A basic description of VEM is given in .

DANIELE PRADA , SILVIA BERTOLUZZA , MICOL PENNACCHIO , AND MARCO LIVESUy Abstract. We analyze the performance of a state-of-the-art domain decomposition approach, .Daniele Prada. In the framework of virtual element discretizations, we address the problem of imposing non homogeneous Dirichlet boundary conditions in a weak form, both on .Abstract. We deal with the virtual element method (VEM) for solving the Poisson equation on a domain Ω with curved. boundaries. Given a polygonal approximation Ωh of the domain Ω, the . Thesis for: PhD in Applied Mathematics. Advisor: Giovanna Guidoboni. Authors: Daniele Prada. IMATI-CNR Pavia. Citations (6) References (171) Figures (13) Abstract and .

SILVIA BERTOLUZZA AND DANIELE PRADA IMATI \E. Magenes", CNR, Pavia (Italy) Abstract. We propose a Discontinuous Galerkin method for the Poisson equation on polygonal . prada et al.: on the performance of moeas in aut oma tic parameter extra ction of power diodes 4995 Fig. 12. Some Pareto points found by the MO-CMA-ES-P on the extended Ma diode model.

Contribute to DanielaCabiddu/PEMesh development by creating an account on GitHub. @inproceedings {pemesh-stag2022, booktitle = {Smart Tools and Applications in Graphics - Eurographics Italian Chapter Conference}, editor = {Cabiddu, Daniela and Schneider, Teseo and Allegra, Dario and Catalano, Chiara Eva and Cherchi, Gianmarco and Scateni, Riccardo}, title .Daniele Prada; Daniela Cabiddu . while adaptive sampling strategies are designed and implemented by CNR-IMATI and UNIGE-DISTAV. View. European project CE ERC-2015-AdG "CHANGE - New CHallenges . Daniele Prada. IMATI-CNR Pavia; Download file PDF Read file. Preprints and early-stage research may not have been peer reviewed yet. Download file PDF.

Daniele Prada We deal with the Finite Element Tearing and Interconnecting Dual Primal (FETI-DP) preconditioner for elliptic problems discretized by the virtual element method (VEM). We extend the . Daniele Prada. IMATI-CNR Pavia; . 2 S. BERTOLUZZA, M. PENNA CCHIO, AND D. PRADA. interfaces. On the other hand, our approach has the adv antage of only requiring, for the imple-

Daniele Prada. IMATI-CNR Pavia; Micol Pennacchio. Italian National Research Council; Download file PDF Read file. Preprints and early-stage research may not have been peer reviewed yet. Daniele Prada. IMATI-CNR Pavia; Download file PDF Read file. Preprints and early-stage research may not have been peer reviewed yet. Download file PDF. Daniele Prada (CNR-IMATI) Utkarsh Rajput (Indian Institute of Space Science and Technology, Thiruvananthapuram, India) Matthias Rott (Technische Universität Dortmund) Ricardo Ruiz Baier (Monash University) Alessandro Russo (Università di Milano-Bicocca) Devika Shylaja (Indian .

arXiv:1805.04196v3 [math.NA] 10 Mar 2021

Fabio Credali Dipartimento di Matematica “F. Casorati”, University of Pavia (Italy), CEMSE division, King Abdullah University of Science and Technology, Thuwal (Saudi Arabia) [email protected], Silvia Bertoluzza IMATI “E. Magenes”, CNR, Pavia (Italy) [email protected] and Daniele Prada IMATI “E. Magenes”, CNR, Pavia (Italy) .Lorenzo Sala, Christophe Prud'homme, Daniele Prada, Fabrizia Salerni, Christophe Trophime, Vincent Chabannes, Marcela Szopos, Rodolfo Repetto, Silvia Bertoluzza, Riccardo Sacco, Alon Harris, Giovanna Guidoboni; PATIENT-SPECIFIC VIRTUAL SIMULATOR OF TISSUE PERFUSION IN THE LAMINA CRIBROSA.

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Silvia Bertoluzza, Micol Pennacchio, Daniele Prada ∗ IMATI “Enrico Magenes”, CNR, V ia Adolfo Ferrata 5, P avia, 27100, Lombardy , Italy Received 12 January 2022; received in re vised form .SILVIA BERTOLUZZA AND DANIELE PRADA IMATI \E. Magenes", CNR, Pavia (Italy) Abstract. We propose a Discontinuous Galerkin method for the Poisson equation on polygonal tessellations in two dimensions, stabilized by penalizing, locally in each element K, a residual term involving the uxes, measured in the norm of the dual of H1(K). The scalar .

F errata 1, Pavia, Italy, a [email protected], b [email protected], c [email protected] 2 Istituto di Matematica Applicata e Tecnologie Informatiche del CNR, Via deiDaniele Prada. IMATI | Research Scientist | Nov 2023. Researcher at CNR-IMATI since January 2017. For more information, please visit my personal page (link in the box on the right). Research Activity. Multiphysics and multiscale numerical modelling. Ocular biomechanics. Località: Pavia Daniele Prada CNR–IMATI, Pavia, Italy e-mail: [email protected] Riccardo Sacco Mathematics, Politecnico di Milano, Milano, Italy Vision loss in many glaucoma patients continues despite successful treatment aimed at lowering intraocular pressure. The reasons why this happens remain elusive. Here, we show that mathematical modeling and ma-

PRADA, DANIELE Nome completo. PRADA, DANIELE Afferenza. Istituto di Matematica Applicata e Tecnologie Informatiche - IMATI - Tutti (19) Tutti (19) Contributo in rivista (14) Contributo in volume (4) Esportazione RIS; EndNote; BibTeX; Excel; CSV; RefWorks; Mostra records Risultati 1 - 19 di 19 (tempo di esecuzione: 0.062 secondi). .2 Prada et al. show that FETI-DP is quite robust in this respect, providing sat isfactory results also in this framework. This paper is organized as follows. A basic description of VEM is given in Section 2. The FETI-DP method is introduced in Section 3, where as the algorithm for partitioning into subdomains and modifying the mesh is given in .DANIELE PRADA , SILVIA BERTOLUZZA , MICOL PENNACCHIO , AND MARCO LIVESUy Abstract. We analyze the performance of a state-of-the-art domain decomposition approach, the Finite Element Tearing and Interconnecting Dual Primal (FETI-DP) method [9], for the e cientDaniele Prada. In the framework of virtual element discretizations, we address the problem of imposing non homogeneous Dirichlet boundary conditions in a weak form, both on polygonal/polyhedral.

Abstract. We deal with the virtual element method (VEM) for solving the Poisson equation on a domain Ω with curved. boundaries. Given a polygonal approximation Ωh of the domain Ω, the standard order m VEM [6], for m increasing, leads to a suboptimal convergence rate. We adapt the approach of [14] to VEM and we prove that an optimal. Thesis for: PhD in Applied Mathematics. Advisor: Giovanna Guidoboni. Authors: Daniele Prada. IMATI-CNR Pavia. Citations (6) References (171) Figures (13) Abstract and Figures. The interplay.

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