Characterizations of null curves in 4-dimensional minkowski spacetime
2015
0 views
0 downloads
Advisor: Prof. Dr. Mehmet Bektaş
Abstract (EN)
This thesis consist of five chapters. The first chapter has been devoted to the introduction. In the second chapter; fundamental definitions of semi-Euclidean space R₂⁴, Bertrand curves, Helices and Inextensible Flows have been given. In the third chapter; Bertrand curves of Partially Null ve Pseudo Null curves have been studied in semi-Euclidean space R₂⁴. In the fourth chapter; A characterization related to General Helices has been given. In the fifth chapter; Notion of Inextensible Flow was defined and The characterizations related to Inextensible Flows of Partially Null and Pseudo Null curves have been attained. Keywords: Bertrand Curve, (1,3) Bertrand curve, (2,3) Bertrand curve, Flow, Inextensible Flow.
Author
Dr. Buşra Aktaş
Institution
How to Cite
Buşra Aktaş (Master Thesis). Characterizations of null curves in 4-dimensional minkowski spacetime, 2015, Fırat University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Fırat University
- Color usage at Turkish Divan of Fuzûlî(2013)
- Comparison of element concentrations in crude oil samples taken from different sites in Iraq and Turkey(2021)
- A grammatical study on a Kırghız author Cengiz Aytmatov's novel named as "Deñiz Boyloy Cortqon Ala Döböt" (Introduction-analysis -text)(2021)
- Geometric properties of Hasimoto surfaces in Minkowski 3-space(2022)
- The relationship between capitalism and fascism on the axis of two world wars(2022)
- Synthesis, electrical, and investigation of photochromic behaviors of chalcone based photosensitived polymers(2018)
