Аннотация:
It is proved that hypersurfaces with type number two in a nearly Kählerian sphere $S^6$ admit almost contact metric structures of cosymplectic type that are non-cosymplectic.
Ключевые слова и фразы:almost contact metric structure, structure of cosymplectic type, nearly Kählerian manifold, six-dimensional sphere, almost Hermitian manifold, type number.