We present a family of hypersurfaces of revolution distinguished by four parameters in the
five-dimensional pseudo-Euclidean space E 2 5. The matrices corresponding to the …

In this study, we introduce a family of hypersurfaces of revolution characterized by six
parameters in the seven-dimensional pseudo-Euclidean space ${\mathbb {E}} _ {3}^{7} …

We consider the birotational hypersurface $\mathbf {x (} u, v, w\mathbf {)} $ with the second
Laplace-Beltrami operator in the four dimensional Euclidean space ${\mathbb {E}}^{4}. $ We …

In this paper, the generalized helical hypersurfaces x= x (u, v, w) with a time-like axis in
Minkowski spacetime E 1 4 are considered. The first and the second fundamental form …

We present an exploration of helical or twisted hypersurfaces family denoted as x, which are
dependent on three parameters and possess a space-like axis in the Minkowski 4-space 𝕃 …

We introduce the bi-rotational hypersurface $\mathbf {x (} u, v, w\mathbf {)} $ in the four
dimensional Euclidean geometry ${\mathbb {E}}^{4}. $ We obtain the $ i $-th curvatures of …

We introduce the generalized helical hypersurface having a space-like axis in five-
dimensional Minkowski space. We compute the first and second fundamental form matrices …

HYPERSPHERE SATISFYING Ax =Ax IN 4-SPACE Page 1 Palestine Journal of
Mathematics Vol. 11(3)(2022) , 21–30 © Palestine Polytechnic University-PPU 2022 …

A family of helicoidal hypersurfaces, denoted as x (u, v, s, t), is introduced within the context
of the five-dimensional Euclidean space E5. Matrices for the first and second fundamental …

We introduce the timelike rotational hypersurfaces $\textbf {x} $ with timelike axis in
Minkowski 4-space $\mathbb {E} _1^{4} $. We obtain the equations for the curvatures of the …