Geometric and Low-regularity Integrators for the Matching and Preservation of Structure in the computation of dispersive Equations

Informazioni relative al progetto

GLIMPSE

ID dell’accordo di sovvenzione: 101064261

DOI

10.3030/101064261

Progetto chiuso

Data della firma CE 28 Aprile 2022

Data di avvio 1 Maggio 2022

Data di completamento 31 Ottobre 2023

Finanziato da

• Marie Skłodowska-Curie Actions (MSCA)

Costo totale

Nessun dato

Contributo UE

€ 156 088,16

Coordinato da

SORBONNE UNIVERSITE
France

CORDIS fornisce collegamenti ai risultati finali pubblici e alle pubblicazioni dei progetti ORIZZONTE.

I link ai risultati e alle pubblicazioni dei progetti del 7° PQ, così come i link ad alcuni tipi di risultati specifici come dataset e software, sono recuperati dinamicamente da .OpenAIRE .

Risultati finali

Documents, reports (2)

Communication, Dissemination & Outreach Plan

The plan describes the planned measures to maximize the impact of the project including the dissemination and exploitation measures that are planned and the target groups addressed Regarding communication measures and public engagement strategy the aim is to inform and reach out to society and show the activities performed and the use and the benefits the project will have for citizens

Data Management Plan

The Data Management Plan describes the data management life cycle for all data sets that will be collected processed or generated by the action It is a document describing what data will be collected processed or generated and following what methodology and standards whether and how this data will be shared andor made open and how it will be curated and preserved

Pubblicazioni

Peer reviewed articles (2)

SIAM Journal on Numerical Analysis

Autori: Banica, Valeria; Maierhofer, Georg; Schratz, Katharina
Pubblicato in: SIAM Journal on Numerical Analysis, 2022, ISSN 0036-1429
Editore: Society for Industrial and Applied Mathematics
DOI: 10.48550/arXiv.2211.01282

Long-time error bounds of low-regularity integrators for nonlinear Schrödinger equations

Autori: Feng, Yue; Maierhofer, Georg; Schratz, Katharina
Pubblicato in: Mathematics of Computation, 2023, ISSN 1088-6842
Editore: Accepted to Mathematics of Computation
DOI: 10.48550/arXiv.2302.00383

Other (2)

Bridging the gap: symplecticity and low regularity in Runge-Kutta resonance-based schemes

Autori: Maierhofer, Georg; Schratz, Katharina
Pubblicato in: 2022
Editore: Preprint, under review
DOI: 10.48550/arxiv.2205.05024

Symmetric resonance based integrators and forest formulae

Autori: Bronsard, Yvonne Alama; Bruned, Yvain; Maierhofer, Georg; Schratz, Katharina
Pubblicato in: 2023
Editore: Preprint, under review
DOI: 10.48550/arxiv.2305.16737