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Generating hyperbolical rotation matrix for a given hyperboloid 

Şimşek, Hakan; Özdemir, Mustafa (Linear Algebra and Its Applications, 2016)
Hyperbolic rotation is hyperbolically the motion of a smooth object on general hyperboloids given by −a1x2+a2y2+a3z2=±λ, λ ∈R+. In this paper, we investigate the hyperbolical rotation matrices in order to get the motion ...
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Rotations on a lightcone in minkowski 3-Space 

Şimşek, Hakan; Özdemir, Mustafa (Advances in Applied Clifford Algebras, Springer, 2017)
In this paper the generalization of the rotations on any lightcone in Minkowski 3-space ℝ1,2𝑔 is given. The rotation motion on the lightcone is examined by means of a bilinear form and Lorentzian notions. We use the ...

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AuthorÖzdemir, Mustafa (2)Şimşek, Hakan (2)Subject
Hiperbolik bölünmüş kuaterniyon (2)
Hyperbolic split quaternion (2)Boş eksen (1)g-Cayley rotasyon matrisi (1)g-Cayley rotation matrix (1)g-Hanehalkı dönüşümü (1)g-Householder transformation (1)g-Rotasyon matrisi (1)g-Rotation matrix (1)Hiperbolik rotasyon matrisi (1)... View MoreDate Issued2016 (1)2017 (1)Has File(s)No (2)

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