On 3-(α,δ)-Sasaki Manifolds and their Canonical Submersions

Stecker, Leander

On 3-(α,δ)-Sasaki Manifolds and their Canonical Submersions

We investigate 3-(α,δ)-Sasaki manifolds through their canonical connection. These manifolds are almost 3-contact metric manifolds satisfying the condition dη_i = 2αΦ_i + 2(α − δ)η_j ∧ η_k, thus generalizing 3-Sasaki manifolds. They admit a canonical metric connection ∇ with parallel skew torsion uni...

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Kaituhi matua:	Stecker, Leander
Ētahi atu kaituhi:	Agricola, Ilka (Prof. Dr. habil.) (BetreuerIn (Doktorarbeit))
Hōputu:	Dissertation
Reo:	Ingarihi
I whakaputaina:	Philipps-Universität Marburg 2021
Ngā marau:	Riemannsche Submersion Riemannian submersion 3-(α,δ)-Sasaki manifold Zusammenhänge mit schief-symmetrischer Torsion 3-(α,δ)-Sasaki Mannigfaltigkeiten curvature operators connection with skew-torsion Krü strongly positiv curv quaternionic Kähler manifold Mathematik quaternionisch Kähler Mannigfaltigkeit Mathematics
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On 3-(α,δ)-Sasaki Manifolds and their Canonical Submersions

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