Pages that link to "Item:Q2890831"

The following pages link to Real hypersurfaces in \(\mathbb CP^{2}\) and \(\mathbb CH^{2}\) equipped with structure Jacobi operator satisfying \(\mathcal L_{\xi} l = \nabla_{\xi} l\) (Q2890831):

Displaying 7 items.

• A complete classification of real hypersurfaces in \(\mathbb CP^2\) and \(\mathbb CH^2\) with generalized \(\xi\)-parallel Jacobi structure operator (Q267517) (← links)
• The structure Jacobi operator and the shape operator of real hypersurfaces in \(\mathbb CP^2\) and \(\mathbb CH^2\) (Q464810) (← links)
• Derivatives on real hypersurfaces of two-dimensional non-flat complex space forms (Q2363013) (← links)
• The structure Jacobi operator for real hypersurfaces in \({{\mathbb{CP}}^2}\) and \({{\mathbb{C} \mathbb H}^2}\) (Q2655738) (← links)
• Real hypersurfaces in \(\mathbb CP^2\) and \(\mathbb CH^2\) whose structure Jacobi operator is Lie \(\mathbb D\)-parallel (Q2856418) (← links)
• Real hypersurfaces equipped with pseudo-parallel structure Jacobi operator in CP^2 and CH^2 (Q3458447) (← links)
• (Q5135379) (← links)