The effective method to calculate eigenvalues of Chandrasekhar-Page angular equations

Abstract

An effective, reliable and time saving numerical method with using of the Pruefer transformation is proposed to calculate eigenvalues of Chandrasekhar-Page angular equations.

10 pages, 2 figures, accepted for publication in International Journal of Modern Physics D

References in corpus (4)

• On the Eigenvalues of the Chandrasekhar-Page Angular Equation
• The massive Dirac field on a rotating black hole spacetime: Angular solutions
• The Dirac point electron in zero-gravity Kerr--Newman spacetime
• A Variational Principle for Block Operator Matrices and its Application to the Angular Part of the Dirac Operator in Curved Spacetime

Cited by in corpus (5)

• The massive Dirac equation in the Kerr-Newman-de Sitter and Kerr-Newman black hole spacetimes
• Identifying Spin Properties of Evaporating Black Holes through Asymmetric Neutrino and Photon Emission
• Analysis of half-spin particle motion in Kerr-Newman field by means of effective potentials in second-order equations
• Stationary solutions of the second-order equation for fermions in Kerr-Newman space-time
• On the eigenvalues of the fermionic angular eigenfunctions in the Kerr metric