A Quantitative Reeb-Form Obstruction for Real Hypersurfaces of Strict Nearly K\"ahler Six-Manifolds KXYGWSGP9M

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
1CS5FF6AWY	statement	proposition 4.6	arxiv
The standard strict nearly K\"ahler six-sphere	example	example 2.1	arxiv
A numerical skew-Ricci value	example	example 4.4	arxiv
530945GG1A	statement	lemma 2.6	arxiv
Induced almost contact metric structure	definition	definition 2.2	arxiv
Failure of local exactness on the equatorial $S^5$	example	example 3.6	arxiv
Geodesic hyperspheres in the standard $S^6$	example	example 3.4	arxiv
The standard induced structure on the totally geodesic $S^5$	example	example 3.8	arxiv
Normal nearly K\"ahler operator	definition	definition 2.4	arxiv
Quantitative Reeb-form obstruction	statement	theorem 3.1	arxiv
EYBTQ3TB9J	statement	corollary 3.5	arxiv
The normal operator on the totally geodesic $S^5$	example	example 2.5	arxiv
Quantitative Ricci asymmetry	statement	corollary 4.7	arxiv
A genuine family of real hypersurfaces in the standard $S^6$	example	example 2.3	arxiv
An adapted horizontal frame on the equatorial $S^5$	example	example 2.7	arxiv
Skew-Ricci identity for the Yano connection	statement	proposition 4.3	arxiv
The Yano torsion on the totally geodesic $S^5$	example	example 4.2	arxiv
Yano semi-symmetric metric connection	definition	definition 4.1	arxiv
SBGEYRN97W	statement	corollary 3.7	arxiv
Ricci asymmetry on geodesic hyperspheres	example	example 4.8	arxiv
WYA89WJGDG	statement	proposition 4.5	arxiv
A numerical latitude: $r=\pi/4$ in the standard $S^6$	example	example 5.1	arxiv