The kernel of the edth operators on higher-genus spacelike two-surfaces
arXiv:gr-qc/0010089 · doi:10.1088/0264-9381/18/6/303
Abstract
The dimension of the kernels of the edth and edth-prime operators on closed, orientable spacelike 2-surfaces with arbitrary genus is calculated, and some of its mathematical and physical consequences are discussed.
12 pages
References in corpus (5)
- A Scheme to Numerically Evolve Data for the Conformal Einstein Equation
- Exact Relativistic Gravitational Field of a Stationary Counterrotating Dust Disk
- Exact relativistic treatment of stationary counter-rotating dust disks III. Physical Properties
- Bounded Area Theorems for Higher Genus Black Holes
- Gravitational fields of rotating disks and black holes
Cited by in corpus (5)
- On certain quasi-local spin-angular momentum expressions for large spheres near the null infinity
- Total angular momentum from Dirac eigenspinors
- The 'most classical' states of Euclidean invariant elementary quantum mechanical systems
- An odd feature of the `most classical' states of invariant quantum mechanical systems
- On some global problems in the tetrad approach to quasi-local quantities