A. Shihab, A., Banaru, M. (2015). ON SPECTRA OF SOME TENSORS OF SIX-DIMENSINAL KÄHLERIAN AND NEARLY-KÄHLERIAN SUBMANIFOLDS OF CAYLEY ALGEBRA. , 20(4), 142-147.
Ali A. Shihab; Mihail Banaru. "ON SPECTRA OF SOME TENSORS OF SIX-DIMENSINAL KÄHLERIAN AND NEARLY-KÄHLERIAN SUBMANIFOLDS OF CAYLEY ALGEBRA". , 20, 4, 2015, 142-147.
A. Shihab, A., Banaru, M. (2015). 'ON SPECTRA OF SOME TENSORS OF SIX-DIMENSINAL KÄHLERIAN AND NEARLY-KÄHLERIAN SUBMANIFOLDS OF CAYLEY ALGEBRA', , 20(4), pp. 142-147.
A. Shihab, A., Banaru, M. ON SPECTRA OF SOME TENSORS OF SIX-DIMENSINAL KÄHLERIAN AND NEARLY-KÄHLERIAN SUBMANIFOLDS OF CAYLEY ALGEBRA. , 2015; 20(4): 142-147.

ON SPECTRA OF SOME TENSORS OF SIX-DIMENSINAL KÄHLERIAN AND NEARLY-KÄHLERIAN SUBMANIFOLDS OF CAYLEY ALGEBRA

Tikrit Journal of Pure Science
Article 1, Volume 20, Issue 4, 2015, Pages 142-147
Authors
Ali A. Shihab; Mihail Banaru
Abstract
Six-dimensional Kählerian and nearly-Kählerian submanifolds of Cayley algebra are considered. Spectra of some classical tensors of such submanifolds of the octave algebra are computed. It is proved that a nearly-Kählerian six-dimensional submanifold of Cayley algebra is conharmonically flat if and only if it is holomorphically isometric to the complex Euclidean space with a canonical Kählerian structure.
2010 MSC: 53 C55, 53 C40.
Keywords
Nearly; hlerian manifold; Kirichenko tensors; Tensor spectrum; Conharmonic curvature tensor
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