3-Rotational Hypersurface Satisfying Delta^{IV}x=Ax in Eâ¶
DOI:
https://doi.org/10.5269/bspm.67704Resumen
We introduce the tri-rotational hypersurface x(u,v,w,s,t) in six dimensional Euclidean space Eâ¶. We give the i-th curvatures of x. In addition, we calculate the Laplace-Beltrami operator depends on the fourth fundamental form, and find Delta^{IV}x=Ax for some 6×6 matrix A in Eâ¶.
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2026-03-26
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Research Articles
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