Marmots of the Old and New World.
Narud Design LLC.
2018.
P. 201-212
INEQUALITIES FOR OPERATORS ON THE CONE OF DECREASING FUNCTIONS IN WEIGHTED ORLICZ SPACE
Norm inequalities are considered on the cone of nonnegative functions as well as on the cone Ω of nonnegative decreasing functions in the weighted Orlicz space. The reduction theorems are presented for the norm of positively homogeneous operator on the cone Ω. It is equivalent to the norm of some modified operator on the cone of all nonnegative functions in this space.
Authors
Conference proceedings
Publisher
Полипринт
Language
English
Pages
44-46
Status
Published
Link
Year
2018
Organizations
- 1 RUDN University
Keywords
weighted Orlicz spaces; modular and norm inequalities; cone of decreasing functions; reduction theorems
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Сборник материалов международной конференции “XXIX Крымская Осенняя Математическая Школа-симпозиум по спектральными эволюционным задачам” КРОМШ-2018.
Полипринт.
2018.
P. 46-47