Authors: B Micherda
Publish Date: 2007/10/03
Volume: 119, Issue: 1-2, Pages: 165-180
Abstract
We discuss the latticial structure of projection sets and antiprojection sets in OrliczMusielak spaces L Φ with the distance given by modular ρ Φ and classical Fnorms generated by ρ Φ In particular we show that the case of Amemiya Fnorm is essentially different from others This extends results given for sets of best approximants by Landers and Rogge Kilmer and Kozlowski and Mazzone
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