Compactness of hardy operator in the weighted vari̇able exponent lebesgue spaces
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
This thesis consist of four chapter. In the first chapter, there are literature summary for the thesis, aim of the thesis and hypothesis part. In the second chapter, there are the basic descriptions and theorem for the thesis and the beginning of the Hardy operator, historical development of it and the study of compactness problems. In the third chapter Hardy's operator compactness is showed in the weighted and variable exponent in Lebesgue space. In the last chapter, there is conclusions and advices. Keywords: Hardy operator, Weighted Space, Variable exponent, Lebesgue Space, Compactness
Author
Lütfi Akın
How to Cite
Lütfi Akın (Doctorate thesis). Compactness of hardy operator in the weighted vari̇able exponent lebesgue spaces, 2014, Yıldız Technical University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Yıldız Technical University
- A ruled-based software model in the preliminary design phase of housing: Example of Mardin(2008)
- An investigation on the relationship between problem solving and critical thinking skill, and academic achievement of vocational and technical high school students(2017)
- Numerical investigation of single bubble flow boiling both on a flat surface and on a cavity in horizontal pipe and pool boiling on a flat surface(2018)
- Examination of the categories in which buildings with LEED v3 and v4 certificates score the lowest points in Turkey(2018)
- Examining ?Historical housing structures" within the confines of protecting ecological balance(2012)
- A strategic approach in the context of developing urban quality; the conceptual model proposal of urban design guideline(2015)
