Fermi-Walker derivative of magnetic curves in Minkowski space

In this thesis, Fermi-Walker derivatives of T, magnetic curves are calculated according to the Bishop frame Work in Minkowski space. This study consists of six a parts. In the first chapter, there is the introduction part of the study. In the second part, there are basic definitions and theorems that should be known about the subject. In the third chapter, minkowski space and Bishop frame work are introduced by using the basic definitions and concepts related to the subject. In the fourth chapter, the relationship between Loretz forces of magnetic curves in Minkowski space and Bishop frame is given and also the analysis of the study results is given. In the fifth chapter, Fermi-Walker derivatives of magnetic curves are calculated. In the six chapter, the conclusion part is given and the thesis is evaluated in general.