On Involutes of Admissible Non-Lightlike Curves in Pseudo-Galilean 3-Space

This paper aims to investigate the theory of involutes of admissible non-lightlike curves in pseudo-Galilean 3-space. In the second section of this paper, we give fundamental concepts of pseudo-Galilean 3-space and curves over this space together with their casual properties. In section three, the involute of admissible non-lightlike curves in pseudo-Galilean 3-space is defined. Furthermore, the properties of involutes of admissible non-lightlike curves are also investigated by applying the fundamental properties provided in section 2. In the last part but not least, we give some numerical examples as applications of the theorems and corollaries which are derived in the previous section.