John D Brown

Singular Lagrangians and the Dirac-Bergmann algorithm in classical mechanics

AMERICAN JOURNAL OF PHYSICS, 91(3), 214–224.

Generalized geodesic deviation in de Sitter spacetime

CLASSICAL AND QUANTUM GRAVITY, 39(11).

Singular Lagrangians, Constrained Hamiltonian Systems and Gauge Invariance: An Example of the Dirac-Bergmann Algorithm

UNIVERSE, 8(3).

Elasticity theory in general relativity

Classical and Quantum Gravity, 38(8), 085017.

Continuous body dynamics and the Mathisson-Papapetrou-Dixon equations

Phys.Rev.D, 95(4), 044025.

Numerical simulations with a first order BSSN formulation of Einstein's field equations

Phys.Rev.D, 85, 084004.

Action Principle for the Generalized Harmonic Formulation of General Relativity

Phys.Rev.D, 84, 084014.

Generalized Harmonic Equations in 3+1 Form

Phys.Rev.D, 84, 124012.

Oppenheimer–Snyder collapse in moving-puncture coordinates

Classical and Quantum Gravity, 29(1), 015003.

Trumpet slices of the Schwarzschild-Tangherlini spacetime

Phys.Rev.D, 82, 124057.

Covariant formulations of BSSN and the standard gauge

Phys.Rev.D, 79, 104029.

Probing the puncture for black hole simulations

PHYSICAL REVIEW D, 80(8).

Strongly Hyperbolic Extensions of the ADM Hamiltonian

workshop on Quantum Mechanics of Fundamental Systems: the Quest for Beauty and Simplicity: Dedicated to Claudio Bunster on the occasion of his 60th birthday, 71–90.

Turduckening black holes: An analytical and computational study

PHYSICAL REVIEW D, 79(4).

BSSN in spherical symmetry

CLASSICAL AND QUANTUM GRAVITY, 25(20).

Puncture Evolution of Schwarzschild Black Holes

Phys.Rev.D, 77, 044018.

Excision without excision

PHYSICAL REVIEW D, 76(8).

Midpoint rule as a variational-symplectic integrator: Hamiltonian systems

PHYSICAL REVIEW D, 73(2).

Modifying the Einstein equations off the constraint hypersurface

PHYSICAL REVIEW D, 74(10).

Conformal invariance and the conformal-traceless decomposition of the gravitational field

PHYSICAL REVIEW D, 71(10).

Multigrid elliptic equation solver with adaptive mesh refinement

JOURNAL OF COMPUTATIONAL PHYSICS, 209(2), 582–598.

Distorted black hole initial data using the puncture method

PHYSICAL REVIEW D, 70(12).

Evolving a puncture black hole with fixed mesh refinement

PHYSICAL REVIEW D, 70(12).

Interface conditions for wave propagation through mesh refinement boundaries

JOURNAL OF COMPUTATIONAL PHYSICS, 193(2), 398–425.

Action and energy of the gravitational field

ANNALS OF PHYSICS, 297(2), 175–218.

Dynamical rotational instability at low T/W

ASTROPHYSICAL JOURNAL, 550(2), L193–L196.

Rotational instabilities in post collapse stellar cores

In J. M. Centrella (Ed.), Astrophysical sources for ground based gravitational wave detectors (Vol. 575, pp. 234–245).

Action and energy of the gravitational field

10. http://inspirehep.net/record/534655

Gravitational waves from the dynamical bar instability in a rapidly rotating star

PHYSICAL REVIEW D, 62(8).

Canonical quasilocal energy and small spheres

PHYSICAL REVIEW D, 59(6).

Boundary states and black hole entropy

PHYSICAL REVIEW D, 57(4), 2624–2627.

Commentary on Lanczos's 'Remark on the de Sitter universe'

Cornelius Lanczos collected published papers with commentaries, 2–41. Raleigh: College of Physical and Mathematical Sciences, North Carolina State University.

Commentary on Lanczos's 'Surface distribution of matter in Einstein's theory of gravitation'

Cornelius Lanczos collected published papers with commentaries, 2/264–2265. Raleigh: College of Physical and Mathematical Sciences, North Carolina State University.

path integral formulation of gravitational thermodynamics

In C. Teitelboim & J. Zanelli (Eds.), The black hole 25 years after (pp. 1–24).

Black holes with short hair

International Journal of Modern Physics. D, Gravitation, Astrophysics, Cosmology, 6(5), 563–573.

Duality invariance of black hole creation rates

PHYSICAL REVIEW D, 56(2), 1001–1004.

Energy of isolated systems at retarded times as the null limit of quasilocal energy

PHYSICAL REVIEW D, 55(4), 1977–1984.

On variational principles for gravitating perfect fluids

Annals of Physics, 248, 1–33.

Relativistic material reference systems

PHYSICAL REVIEW D, 53(4), 1835–1844.

BLACK-HOLE PAIR CREATION AND THE ENTROPY FACTOR

PHYSICAL REVIEW D, 51(10), 5725–5731.

Black hole entropy and the Hamiltonian formulation of diffeomorphism invariant theories

PHYSICAL REVIEW D, 52(12), 7011–7026.

DUST AS A STANDARD OF SPACE AND TIME IN CANONICAL QUANTUM-GRAVITY

PHYSICAL REVIEW D, 51(10), 5600–5629.

Black hole thermodynamics in a box

In M. T. C. J. D. Brown, D. C. Ellison, & R. J. Plemmons (Eds.), Proceedings of the Cornelius Lanczos International Centenary Conference (pp. 548–550). Philadelphia: SIAM.

Black hole thermodynamics in a box

4. http://inspirehep.net/record/372580

Microcanonical action and the entropy of a rotating black hole

In M. Flato, R. Kerner, & A. Lichnerowicz (Eds.), Physics on manifolds: Proceedings of the international colloquium in honour of Yvonne Choquet-Bruhat, Paris, June 3-5, 1992 (Vol. 15, pp. 23–34).

On variational principles for gravitating perfect fluids

7. http://inspirehep.net/record/374738

Proceedings of the Cornelius Lanczos International Centenary Conference

Reference fluids as standards of space and time

In M. T. C. J. D. Brown, D. C. Ellison, & R. J. Plemmons (Eds.), Proceedings of the Cornelius Lanczos International Centenary Conference (pp. 563–565). Philadelphia: SIAM.

Reference fluids as standards of space and time

4. http://inspirehep.net/record/372581

TEMPERATURE, ENERGY, AND HEAT-CAPACITY OF ASYMPTOTICALLY ANTI-DE SITTER BLACK-HOLES

PHYSICAL REVIEW D, 50(10), 6394–6403.

Temperature and time in the geometry of rotating black holes

In J. P.-M. J. J. Halliwell & W. Zurek (Eds.), Physical origins of time asymmetry (pp. 465–474). Cambridge: Cambridge University Press.

The Path integral formulation of gravitational thermodynamics

The Black Hole 25 Years After, 1–24. http://inspirehep.net/record/373302

ACTION FUNCTIONALS FOR RELATIVISTIC PERFECT FLUIDS

CLASSICAL AND QUANTUM GRAVITY, 10(8), 1579–1606.

Jacobi's action and the density of states

In B. L. Hu & T. A. Jacobson (Eds.), Directions in relativity: Proceedings of the 1993 symposium, Maryland (pp. 28–37).

Jacobi's action and the density of states

2. http://inspirehep.net/record/34159

MICROCANONICAL FUNCTIONAL INTEGRAL FOR THE GRAVITATIONAL-FIELD

PHYSICAL REVIEW D, 47(4), 1420–1431.

QUASI-LOCAL ENERGY AND CONSERVED CHARGES DERIVED FROM THE GRAVITATIONAL ACTION

PHYSICAL REVIEW D, 47(4), 1407–1419.

Quasilocal energy in general relativity

In J. E. M. M. J. Gotay & V. E. Moncrief (Eds.), Mathematical aspects of classical field theory (pp. 129–142).

Temperature and time in the geometry of rotating black holes

NATO Workshop on the Physical Origin of Time Asymmetry. http://inspirehep.net/record/332517

COMPLEX KERR-NEWMAN GEOMETRY AND BLACK-HOLE THERMODYNAMICS

PHYSICAL REVIEW LETTERS, 66(18), 2281–2284.

Quasilocal energy in general relativity

Joint Summer Reasearch Conference on Mathematical Aspects of Classical Field Theory. http://inspirehep.net/record/322580

Rotating black holes, complex geometry, and thermodynamics

Annals of the New York Academy of Sciences, 631, 225–234.

CHARGED BLACK-HOLE IN A GRAND CANONICAL ENSEMBLE

PHYSICAL REVIEW D, 42(10), 3376–3385.

LORENTZIAN PATH INTEGRAL FOR MINISUPERSPACE COSMOLOGY

PHYSICAL REVIEW D, 42(6), 1931–1943.

THERMODYNAMIC ENSEMBLES AND GRAVITATION

CLASSICAL AND QUANTUM GRAVITY, 7(8), 1433–1444.

TUNNELING IN PERFECT-FLUID (MINISUPERSPACE) QUANTUM COSMOLOGY

PHYSICAL REVIEW D, 41(4), 1125–1141.

JACOBI ACTION AND THE RECOVERY OF TIME IN GENERAL-RELATIVITY

PHYSICAL REVIEW D, 40(10), 3312–3318.

SCALAR FIELD WORMHOLES

NUCLEAR PHYSICS B, 328(1), 213–222.

Lower dimensional gravity

NEUTRALIZATION OF THE COSMOLOGICAL CONSTANT BY MEMBRANE CREATION

NUCLEAR PHYSICS B, 297(4), 787–836.

DYNAMIC NEUTRALIZATION OF THE COSMOLOGICAL CONSTANT

PHYSICS LETTERS B, 195(2), 177–182.

BLACK-HOLES IN 2 SPACETIME DIMENSIONS

PHYSICAL REVIEW D, 33(2), 319–323.

CENTRAL CHARGES IN THE CANONICAL REALIZATION OF ASYMPTOTIC SYMMETRIES - AN EXAMPLE FROM 3-DIMENSIONAL GRAVITY

COMMUNICATIONS IN MATHEMATICAL PHYSICS, 104(2), 207–226.

ON THE POISSON BRACKETS OF DIFFERENTIABLE GENERATORS IN CLASSICAL FIELD-THEORY

JOURNAL OF MATHEMATICAL PHYSICS, 27(2), 489–491.

LOWEST ORDER G-2 OF W+/- BOSONS

LETTERE AL NUOVO CIMENTO, 27(7), 211–214.

EFFECT OF RADIATION ON THE OH- INFRARED-ABSORPTION OF QUARTZ CRYSTALS

JOURNAL OF APPLIED PHYSICS, 50(8), 5449–5452.