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Results 1 to 20 of 43 for query "J.Winicour". (0.01 sec.)

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Janis-Newman-Winicour and Wyman solutions are the same
K. S. Virbhadra;
10 Dec 1996 / Int.J.Mod.Phys. A12 (1997) 4831-4836

Characteristic Evolution and Matching
J. Winicour;
20 Feb 2001 / Living Reviews 2001

Nature of singularity in Einstein-massless scalar theory
K. S. Virbhadra; S. Jhingan; P. S. Joshi;
15 Dec 1995 / Int.J.Mod.Phys. D6 (1997) 357-362

Stable characteristic evolution of generic 3-dimensional single-black-hole spacetimes
The Binary Black Hole Grand Challenge Alliance: R.Gomez; L.Lehner; R. Marsa; J.Winicour; A.Abrahams; A.Anderson; P.Anninos; T.Baumgarte; N.Bishop; S.Brandt J.Browne; K.Camarda; M.Choptuik; R.Correl; G.Cook; C.Evans; L.Finn; G.Fox; T.Haupt; M.Huq; L.Kidder; S.Klasky; P.Laguna; W.Landry; J.Lenaghan; J.Masso; R.A.Matzner; S.Mitra; P.Papadopoulos; M.Parashar; L.Rezzolla; M.Rupright; F.Saied; P.Saylor; M.Scheel; E.Seidel; S.Shapiro; D.Shoemaker; L.Smarr; B.Szilagyi; A.Teukolsky; M.H.P.M.van Putten; P.Walker; J.W.York;
20 Dec 1997 / Phys.Rev.Lett. 80 (1998) 3915-3918

Boosted three-dimensional black-hole evolutions with singularity excision
The Binary Black Hole Grand Challenge Alliance: G. B. Cook; M. F. Huq; S. A. Klasky; M. A. Scheel; A. M. Abrahams; A. Anderson; P. Anninos; T. W. Baumgarte; N. T. Bishop; S. R. Brandt; J. C. Browne; K. Camarda; M. W. Choptuik; C. R. Evans; L. S. Finn; G. C. Fox; R. Gomez; T. Haupt; L. E. Kidder; P. Laguna; W. Landry; L. Lehner; J. Lenaghan; R. L. Marsa; J. Masso; R. A. Matzner; S. Mitra; P. Papadopoulos; M. Parashar; L. Rezzolla; M. E. Rupright; F. Saied; P. E. Saylor; E. Seidel; S. L. Shapiro; D. Shoemaker; L. Smarr; W. M. Suen; B. Szilagyi; S. A. Teukolsky; M. H.P.M. van Putten; P. Walker; J. Winicour; J. W. York Jr;
26 Nov 1997 / Phys.Rev.Lett. 80 (1998) 2512-2516

Gravitational wave extraction and outer boundary conditions by perturbative matching
The Binary Black Hole Grand Challenge Alliance: A. M. Abrahams; L. Rezzolla; M. E. Rupright; A. Anderson; P. Anninos; T. W. Baumgarte; N. T. Bishop; S. R. Brandt; J. C. Browne; K. Camarda; M. W. Choptuik; G. B. Cook; C. R. Evans; L. S. Finn; G. Fox; R. Gomez; T. Haupt; M. F. Huq; L. E. Kidder; S. Klasky; P. Laguna; W. Landry; L. Lehner; J. Lenaghan; R. L. Marsa; J. Masso; R. A. Matzner; S. Mitra; P. Papadopoulos; M. Parashar; F. Saied; P. E. Saylor; M. A. Scheel; E. Seidel; S. L. Shapiro; D. Shoemaker; L. Smarr; B. Szilagyi; S. A. Teukolsky; M. H. P. M. van Putten; P. Walker; J. Winicour; J. W. York Jr;
30 Sep 1997 / Phys.Rev.Lett. 80 (1998) 1812-1815

The affine-null formulation of the gravitational equations: spherical case
J. A. Crespo; H. P. de Oliveira; J. Winicour;
8 Oct 2019

The Merger of Small and Large Black Holes
P. Mösta; L. Andersson; J. Metzger; B. Szilágyi; J. Winicour;
22 Jan 2015

Grazing collisions of black holes via the excision of singularities
S Brandt; R Correll; R Gómez; M Huq; P Laguna; L Lehner; P Marronetti; R A Matzner; D Neilsen; J Pullin; E Schnetter; D Shoemaker; J Winicour;
25 Dec 2000 / Phys Rev Lett, 85 (26 Pt 1), 5496-9

10.

Compact objects in quadratic Palatini gravity generated by a free scalar field
Renan B. Magalhães; Luís C. B. Crispino; Gonzalo J. Olmo;
5 Mar 2022

11.

Testing the well-posedness of characteristic evolution of scalar waves
M. C. Babiuc; H-O. Kreiss; J. Winicour;
30 May 2013

12.

The affine-null metric formulation of Einstein's equations
J. Winicour;
27 Mar 2013

13.

Geometric Boundary Data for the Gravitational Field
H-O. Kreiss; J. Winicour;
4 Feb 2013

14.

Binary Black Hole Waveform Extraction at Null Infinity
M. C. Babiuc; J. Winicour; Y. Zlochower;
23 Jun 2011

15.

A Characteristic Extraction Tool for Gravitational Waveforms
M.C. Babiuc; B. Szilagyi; J. Winicour; Y. Zlochower;
18 Nov 2010

16.

The Well-posedness of the Null-Timelike Boundary Problem for Quasilinear Waves
H-O. Kreiss; J. Winicour;
6 Oct 2010

17.

Strategies for the Characteristic Extraction of Gravitational Waveforms
M. C. Babiuc; N. T. Bishop; B. Szilagyi; J. Winicour;
6 Aug 2008

18.

Boundary conditions for coupled quasilinear wave equations with application to isolated systems
H.-O. Kreiss; O. Reula; O. Sarbach; J. Winicour;
21 Jul 2008

19.

Gravitational wave forms at finite distances and at null infinity
R Gómez; J Winicour;
15 Apr 1992 / Phys Rev D, 45 (8), 2776-2782

20.

Post-Newtonian behavior of the Bondi mass
R Gómez; P Reilly; J Winicour; R A Isaacson;
15 Apr 1993 / Phys Rev D, 47 (8), 3292-3302

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