par Loulit, Ahmed 
Référence Mathematical Analysis and its Applications, CRC Press, page (76-105)
Publication Publié, 2024-01
Référence Mathematical Analysis and its Applications, CRC Press, page (76-105)
Publication Publié, 2024-01
Partie d'ouvrage collectif
| Résumé : | The chapter gives continuous characterizations of the recently introduced weighted type homogeneous Besov-Triebel-Lizorkin spaces. The weight function w is assumed to be in the Muckenhoupt’s class. The author proves different integral representations of the quasi-norms of these spaces in terms of the continuous Peetre maximal function of local, the tent space (Lusin area function) associated with local means and the Peetre maximal function of local means. |
