On the homotopy class of morphisms of braided regular crossed modules
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
In this thesis, we investigate the class of homotopies between the morphisms of braided crossed modules. We define the notion of homotopy between maps of braided crossed modules of groups and commutative algebras and we give their properties. In this meaning, this thesis consists of four chapters In the first chapter, we recall the basic definitions about of homotopy between two curves and homotopy classes. In the second chapter, we introduced the corresponding cases of these structures to the notions of braided crossed modules of groups and commutative algebras.
Author
Sevgi Fidan
Institution
How to Cite
Sevgi Fidan (Master Thesis). On the homotopy class of morphisms of braided regular crossed modules, 2018, Kütahya Dumlupınar University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Kütahya Dumlupınar University
- Ağca Ali, Çavuşlar, Dereşeyh, Odabaşi, Kara Ahmedlü, Karaağaç ve Araplar, Kutludiğin (Kutludüğün), Yenişeyh in the province of Ankara in the province of Balâ according to the Temettuat Book 1845 (H. 1261)(2021)
- Comparision of the leg and ARM CYCLE ergometer exercises in terms of the effects on physical and psychological functions in patients with undergoing coronary arter bypass surgery(2016)
- Effect of work stress on work motivation: An application in shopping center(2019)
- Investigation of the effect of frit composition on color of CuO containing glazes(2020)
- Determining the prefences and achievement of educational inititutions for visual arts on university entrance exams: A survey in Kütahya(2008)
- Ramazan culture in the Ottoman society(2018)