Ehlers, J.; Schild, A.: Geometry in a manifold with projective structure. Communications in Mathematical Physics 32 (2), S. 119 - 146 (1973)

Schutz, B. F.; Gibbons, G. W.: Limits on Gravitational Radiation from two Gravitationally Bound Black Holes. Monthly Notices of the Royal Astronomical Society 159, S. 41P - 45P (1972)

Schutz, B. F.: Linear Pulsations and Stability of Differentially Rotating Stellar Models: 1. Newtonian Analysis. The Astrophysical Journal Supplement 208 (24), S. 319 - 342 (1972)

Schutz, B. F.: Linear Pulsations and Stability of Differentially Rotating Stellar Models: 2. General Relativistic Analysis. The Astrophysical Journal Supplement 208 (24), S. 343 - 374 (1972)

Schutz, B. F.: Hamiltonian Theory of a Relativistic Perfect Fluid. Physical Review D 4 (12), S. 3559 - 3566 (1971)

Ehlers, J.; Rindler, W.: An Electromagnetic Thirring Problem. Physical Review D 4 (12), S. 3543 - 3552 (1971)

Schutz, B. F.: Perfect Fluids in General Relativity: Velocity Potentials and a Variational Principle. Physical Review D 2 (12), S. 2762 - 2773 (1970)

Schutz, B. F.: Taylor Instabilities in Relativistic Stars. Astrophysical Journal 161, S. 1173 - 1176 (1970)

Ehlers, J.; Rindler, W.: A gravitationally induced (machian) magnetic field. Physics Letters A 32 (4), S. 257 - 258 (1970)

Alcubierre, M.; Bruegmann, B.; Diener, P.; Herrmann, F.; Pollney, D.; Seidel, E.; Takahashi, R.: Testing excision techniques for dynamical 3D black hole evolutions.

Alday, L. F.; Arutyunov, G.; Frolov, S.: Strings on AdS₅x S⁵.

Amaro-Seoane, P.; Benacquista, M. J.; Eichhorn, C.; Makino, J.; Spurzem, R.: Gravitational radiation from black hole triple systems.

Anabalon, A.: Liouville theory as a gauge theory.

Andersson, L.; Barbot, T.; Beguin, F.; Zeghib, A.: Cosmological time versus CMC time I: Flat spacetimes.

Andersson, L.; Barbot, T.; Beguin, F.; Zeghib, A.: Cosmological time versus CMC time II: the de Sitter and anti-de Sitter cases.

Chen, Y.; Wen, L.: Probing Spacetime Foam with Photons: Suppression of Observable Effects due to Uncertainty in Optical Paths.

de Haro, S.; Hahn, A.: A Path Integral Derivation of Turaevs Shadow Invariant.

de Haro, S.; Torrielli, A.: q-Deformed 2d Yang-Mills and Turaevs Shadow Invariant.

Dramlitsch, T.; Allen, G.; Seidel, E.: Dynamic and Adaptive Parallelizing Algorithms.

Flori, C.: Semiclassical analysis of the Loop Quantum Gravity volume operator: Area Coherent States.