@article{article_888373, title={Kinematic Applications of Hyper-Dual Numbers}, journal={International Electronic Journal of Geometry}, volume={14}, pages={292–304}, year={2021}, DOI={10.36890/iejg.888373}, author={Aslan, Selahattin}, keywords={Dual numbers, E. Study mapping, hyper-dual numbers, hyper-dual angle}, abstract={Hyper-dual numbers are a new number system that is an extension of dual numbers. A hyper-dual number can be written uniquely as an ordered pair of dual numbers. In this paper, some basic algebraic properties of hyper-dual numbers are given using their ordered pair representaions of dual numbers. Moreover, the geometric interpretation of a unit hyper-dual vector is given in module as a dual line. And a geometric interpretation of a subset of unit hyper-dual sphere (the set of all unit hyper-dual vectors) is given as two intersecting perpendicular lines in 3-dimensional real vector space.}, number={2}, publisher={Kazım İlarslan}