On nearly Kählerian manifolds and quasi-Sasakian hypersurfaces axiom
Abstract
Reference
1. Banaru, M. B., Kirichenko, V. F.: Almost contact metric structures on the hypersurface of almost Hermitian manifolds. J. Math. Sci., 207:4, 513—537 (2015).
2. Banaru, M. B.: On the six-dimensional sphere with a nearly Kählerian structure. J. Math. Sci., 245:5, 553—567 (2020).
3. Banaru, M., Banaru, G.: A note on almost contact metric hypersurfaces of nearly Kählerian 6-sphere. Bull. of the Transilvania University of Brasov. Ser. III: Mathematics, Informatics, Physics. 8 (57):2, 21—28 (2015).
4. Abu-Saleem, A., Banaru, M. B., Banaru, G. A.: A note on 2-hypersurfaces of the nearly Kählerian six-sphere. Bul. Acad. Ştiinţe Repub. Moldova. Mat., 3 (85), 107—114 (2017).
5. Kirichenko, V. F.: Differential-geometric structures on manifolds. Odessa: Pechatnyi Dom (2013).
6. Kirichenko, V.: The axiom of holomorphic planes in generalized Hermitian geometry. Dokl. Akad. Nauk USSR, 24, 336—341 (1981).
7. Banaru, M. B.: On the type number of nearly-cosymplectic hypersurfaces in nearly Kählerian manifolds. Fundam. Prikl. Mat., 8:2, 357—364 (2002).
8. Banaru, M.: On Kirichenko tensors of nearly-Kählerian manifolds. J. Sichuan University of Science and Engineering, 25:4, 1—5 (2012).
9. Banaru, M. B.: Geometry of 6-dimensional Hermitian manifolds of the octave algebra. Math. Sci., 207:3, 354—388 (2015).