Unbounded norm convergence in Banach lattices
2021
0 views
0 downloads
Advisor: Prof. Dr. Bahri Turan
Abstract (EN)
In this thesis, the terms of order convergence and unbounded order convergence in Riesz spaces, along with the properties of the term of unbounded norm convergence with other convergences is detailed. The unbounded norm continious operators are defined, and some properties of its are given.
Author
Dr. Sinem Etyemez
How to Cite
Sinem Etyemez (Master Thesis). Unbounded norm convergence in Banach lattices, 2021, Gazi University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Gazi University
- Consumption preferences of university students: Ankara Haci Bayram Veli University and Çankaya University examples(2021)
- Theoretical investigation of the structural, electonic, elastic, phonon, thermodynamic and optical properties of XIn2O4 (X=Mg, Zn, Cd) compounds(2021)
- The fabrication of Au(MgO-PVP)/n-Si (MPS) Schottky barrier diodes and the investigation their electrical and dielectrical properties(2021)
- Development of boron containing electrolyte additive for lithium ion batteries(2021)
- Experimental development of the interfacial bond-slip model between textile reinforced mortar strips and masonry walls(2025)
- The effect of coaching support on preschool teacher's pre-literacy practices and pre-literacy skills of children(2021)