Moduli space of extrinsic circular trajectories on real hypersurfaces of type
in a complex hyperbolic space
Abstract
We study extrinsic shapes of trajectories for Sasakian magnetic fields on real hypersurfaces of type
in a complex hyperbolic space
and investigate a relationship between trajectories for K"ahler magnetic fields on
and these extrinsic shapes.
![({\rm A}_2)](http://siba-ese.unile.it/plugins/generic/latexRender/cache/8ed150aeba8759d81d5d36412065ff55.png)
![\mathbb{C}H^n](http://siba-ese.unile.it/plugins/generic/latexRender/cache/1e548128e41b2eb454dd1216643e3536.png)
![\mathbb{C}H^n](http://siba-ese.unile.it/plugins/generic/latexRender/cache/1e548128e41b2eb454dd1216643e3536.png)
DOI Code:
10.1285/i15900932v42n1p77
Keywords:
Sasakian magnetic fields; real hypersurfaces of type (A2); extrinsic circular trajectories; congruent; structure torsion; principal torsion
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