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arXiv research

A locally-built, LLM-digested index of recent arXiv papers in quant finance, geometry/topology, and statistical ML — keyword search served straight from SQLite on this machine.

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4 results for “anti-quasi-Sasakian”

Remarks on anti-quasi-Sasakian manifoldsmath.DG

Simplified proofs and new distributions on anti-quasi-Sasakian manifolds.

problem Properties of anti-quasi-Sasakian manifolds.

method Simplified proofs and discussion of new invariant distributions.

result New invariant distributions exist on every anti-quasi-Sasakian manifold.

anti-quasi-Sasakian manifolds invariant distributions proof simplification

2022-12-05abs ↗pdf ↗

On anti-quasi-Sasakian manifolds of maximal rankmath.DG

Study on invariant anti-quasi-Sasakian structures on compact manifolds.

problem Existence and classification of invariant anti-quasi-Sasakian structures of maximal rank.

method Analysis of invariant structures on compact homogeneous Riemannian manifolds and nilpotent Lie groups.

result Classification of invariant anti-quasi-Sasakian structures on nilpotent Lie groups.

anti-quasi-Sasakian maximal rank compact manifolds homogeneous Riemannian nilpotent Lie groups

2023-11-18abs ↗pdf ↗

Anti-quasi-Sasakian manifoldsmath.DG

New class of manifolds studied with special properties.

problem Characterizing and studying a new class of almost contact metric manifolds.

method Introducing anti-quasi-Sasakian manifolds and analyzing their properties.

result Anti-quasi-Sasakian manifolds with constant curvature are flat and cokähler.

Anti-quasi-Sasakian Almost contact metric manifolds Curvature properties Transversely hyperkähler Metric connection with torsion

2022-11-29abs ↗pdf ↗

Transversely Kähler almost contact metric Lie algebrasmath.DG

Study on a specific type of Lie algebras with Kähler and contact properties.

problem Characterizing and classifying transversely Kähler almost contact metric Lie algebras.

method Analyzing properties of Lie algebras with contact forms and Kähler structures, considering center dimensions and quotient properties.

result Classification of 5-dimensional η-Einstein transversely Kähler almost contact metric Lie algebras.

Lie algebras Kähler structures contact forms Sasakian structures 5-dimensional

2026-04-14abs ↗pdf ↗