Pages that link to "Item:Q1309313"

The following pages link to The \(GHP\) conformal Killing equations and their integrability conditions, with application to twisting type \(N\) vacuum spacetimes (Q1309313):

Displaying 12 items.

• The conformal-Killing equation on \(G_{2}\)- and \(\mathrm{Spin}_7\)-structures (Q533428) (← links)
• Integration in the GHP formalism. II: An operator approach for spacetimes with Killing vectors, with applications to twisting type \(N\)-spaces (Q674904) (← links)
• A comment on the integrability conditions of the conformal Killing equation (Q1122153) (← links)
• Gyroscopic precession and centrifugal force in the Ernst spacetime (Q1356638) (← links)
• Integration in the GHP formalism. IV: A new Lie derivative operator leading to an efficient treatment of Killing vectors (Q1585711) (← links)
• (Conformal) Killing vectors in the Newman-Penrose formalism (Q1612713) (← links)
• Integration in the GHP formalism. I: A coordinate approach with applications to twisting type \(N\) spaces (Q1919248) (← links)
• Type \(N\) pure radiation fields of embedding class one (Q2711002) (← links)
• On Killing vector fields and Newman-Penrose constants (Q2737859) (← links)
• Diverging and twisting type <i>N</i> solutions of vacuum Einstein equations: an approximative approach (Q3376744) (← links)
• A full description of the integrability condition for the twistor equation in curved space-times and new wave equations for conformally invariant spinor fields (Q5246564) (← links)
• GHP: A maple package for performing calculations in the Geroch-Held-Penrose formalism (Q5943138) (← links)