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- Title
A Quantitative Estimate for the Sampling Kantorovich Series in Terms of the Modulus of Continuity in Orlicz Spaces.
- Authors
COSTARELLI, DANILO; VINTI, GIANLUCA
- Abstract
In the present paper we establish a quantitative estimate for the sampling Kantorovich operators with respect to the modulus of continuity in Orlicz spaces defined in terms of the modular functional. At the end of the paper, concrete examples are discussed, both for what concerns the kernels of the above operators, as well as for some concrete instances of Orlicz spaces.
- Subjects
PHILOSOPHY of mathematics; KANTOROVICH method; MODULAR functions; ORLICZ spaces; KERNEL (Mathematics)
- Publication
Constructive Mathematical Analysis, 2019, Vol 2, Issue 1, p8
- ISSN
2651-2939
- Publication type
Article
- DOI
10.33205/cma.484500