Inextensible flows of curves with Fermi-Walker derivative in 3-dimensional Galilean space
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Abstract (EN)
This study consists of four chapters. In the first part, studies in the literature on inextensible curve flows are expressed. In the second and third chapters, respectively basic definitions of 3-dimensional Euclidean space and 3-dimensional Galilean space are given and studies on inextensible curve flows in these spaces are examined. In the last section, the basic concepts related to inextensible curve flows with the Fermi-Walker derivative are discussed and the results obtained to form the thesis are written.
Author
İpek Nizamettin Sertkol
How to Cite
İpek Nizamettin Sertkol (Master Thesis). Inextensible flows of curves with Fermi-Walker derivative in 3-dimensional Galilean space, 2021, Osmaniye Korkut Ata University.
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