Morneau-Guérin, Frédéric (2020). Weighted Young-type inequalities on locally compact groups. Novi Sad Journal of Mathematics, 50 (2). 10.30755/NSJOM.10061
Fichier(s) associé(s) à ce document :![[thumbnail of ns10061.pdf]](https://r-libre.teluq.ca/style/images/fileicons/pdf.png "ns10061.pdf")
|
PDF
- ns10061.pdf
Licence : Creative Commons CC BY. |
|
| Catégorie de document : | Articles de revues |
|---|---|
| Évaluation par un comité de lecture : | Oui |
| Étape de publication : | Publié |
| Résumé : | We obtain an extension of Young's convolution inequality in weighted Lebesgue spaces of measurable functions defined on locally compact groups. Our result provides a unifed treatment of a theorem of Klein and Russo extending the classical Young's inequality to locally compact groups, and a theorem of Biswas and Swanson generalizing Young's inequality to weighted Lebesgue spaces on locally compact abelian groups. |
| Informations complémentaires : | https://www.dmi.uns.ac.rs/nsjom/openaccess.html |
| Adresse de la version officielle : | https://www.dmi.uns.ac.rs/nsjom/Papers/Accepted/ns... |
| Déposant: | Morneau-Guérin, Frédéric |
| Responsable : | Frédéric Morneau-Guérin |
| Dépôt : | 11 fevr. 2020 19:47 |
| Dernière modification : | 03 dec. 2020 00:48 |
|
RÉVISER |
