Some Matrix transformations Into the Cesaro Sequence Spaces of Non-absolute Type

スポンサーリンク

概要

• 論文の詳細を見る

• The present paper is concerned with the neccessary and sufficient conditions in order for a matrix A=(ank) to belong to the classes (l∞:Xp), (bs:Xp) and (bυ:Xp) respectively, where 1≤p≤∞. Furthermore, we prove that A∈(bs:μ) if and olny if B∈(l∞:μ) and use this to characterise the class (bs:Xp); where A and B are dual matrices and μ is any given sequence space.

• 茨城大学の論文

著者

• Basar Feyzi

  Inonu Universitesi

• Sengonul Mehmet

  Sutcu Imam Universitesi

• FEYZI BASAR

  Inönü Üniversitesi, Egitim Fakültesi, Matematik Egitimi Bölümü

• MEHMET SENGONUL

  Sutcu Imam Universitesi

関連論文

• Some Matrix transformations Into the Cesaro Sequence Spaces of Non-absolute Type
• Infinite Matrices and Cesaro Sequence Spaces of Non-absolute Type
• On the fine spectrum of the Cesa`ro operator in c0

スポンサーリンク