Null koni̇ üzeri̇nde eğri̇ler ve yüzeyleri̇n geometri̇si̇
2014
0 views
0 downloads
Advisor: Prof. Dr. Recep Aslaner
Abstract (EN)
This thesis is consist of three chapters. In the first chapter of this work, some fundamental definitions and theorems which will be used in the later chapters are given. In the second chapter, helices and slant helices handled with the aid of basic notions about surfaces and curves in the surfaces. In the third chapter, firstly curves on the light cone Q^2 in E^3_1 investigated. Then the curves and the surfaces on the lightlike cone Q^3 in Minkowski-4 space E^4_1 have been investigated.
Author
Dr. Fatih Sevinç
How to Cite
Fatih Sevinç (Master Thesis). Null koni̇ üzeri̇nde eğri̇ler ve yüzeyleri̇n geometri̇si̇, 2014, İnönü University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from İnönü University
- Knowledge, opinions and applications of pediatric nurses towards therapeutic games(2017)
- The effects of systemic pistacia eurycarpa yalt administration on alveolar bone loss and oxidative stress in rats with experimental periodontitis(2021)
- The effect of motivational interviews for primiparous pregnant women with low normal birth belief on medical and natural birth belief(2022)
- Retrospective investigation of genetic etiology in pediatric epilepsy patients based on targeted next generation sequence analysis datas(2022)
- The commentary methodology in the commentary on al-Fath al-Mubyn bi-Sharh al-Arba'eyn by Ibn Hajar al-Haytamy(2022)
- Comparison of serum BDNF, S100B levels of patients with bipolar disorder in manic and remission periods with healthy volunteers and evaluation of results with neuropsychological tests(2022)
