Author(s)

Grégoire Lutanda Panga

Department of Mathematics and Informatic, University of Lubumbashi, Lubumbashi, the Democratic Republic of the Congo.

The aim of this paper is to outline the conditions of a conformal hyperquaternion algebra H^⊗2m in which a higher order plane curve can be described by generalizing the well-known cases of conics and cubic curves in 2D. In other words, the determination of the order of a plane curve through n points and its conformal hyperquaternion algebra H^⊗2m is the object of this work.

Clifford Algebra, Hyperquaternion Algebra, Conformal Hyperquaternion Al-gebra

Panga, G. (2023) 2D Curves in Conformal Hyperquaternion Algebras H^⊗2m. Journal of Applied Mathematics and Physics, 11, 2904-2912. doi: 10.4236/jamp.2023.1110191.