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Rotating Solitons and Nonrotating, Nonstatic Black Holes

Physical review letters, 1997-12, Vol.79 (22), p.4310-4313

1997

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Anisotropic asymptotic behavior in chaotic inflation

Physics letters. B, 1991-01, Vol.253 (1), p.33-37

Heusler, M.

1991

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Staticity and uniqueness of multiple black hole solutions of sigma -models

Classical and quantum gravity, 1993-04, Vol.10 (4), p.791-799

Heusler, M

1993

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Generalization of the regge-wheeler equation for self-gravitating matter fields

Physical review letters, 2000-04, Vol.84 (14), p.3033-3036

2000

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Perturbation theory for self-gravitating gauge fields: The odd-parity sector

Physical review. D, Particles and fields, 2000-10, Vol.62 (8), Article 084001

2000

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The first law of black hole physics for a class of nonlinear matter models

Classical and quantum gravity, 1993-07, Vol.10 (7), p.1299-1321

1993

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A no‐hair theorem for self‐gravitating nonlinear sigma models

Journal of mathematical physics, 1992-10, Vol.33 (10), p.3497-3502

Heusler, Markus

1992

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Scaling arguments for the existence of static, spherically symmetric solutions of self-gravitating systems

Classical and quantum gravity, 1992-09, Vol.9 (9), p.2177-2189

1992

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Higher-dimensional homogeneous cosmological models as autonomous dynamical systems

General relativity and gravitation, 1991-02, Vol.23 (2), p.189-207, Article 189

HEUSLER, M

1991

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New black hole solutions with hair

Physics letters. B, 1991-10, Vol.268 (3), p.371-376

1991

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On the uniqueness of the Papapetrou - Majumdar metric

Classical and quantum gravity, 1997-07, Vol.14 (7), p.L129-L134

Heusler, Markus

1997

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The uniqueness theorem for rotating black hole solutions of self-gravitating harmonic mappings

Classical and quantum gravity, 1995-08, Vol.12 (8), p.2021-2035

Heusler, Markus

1995

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Bogomol’nyi-type mass formulas for a class of nonrotating black holes

Physical review. D, Particles and fields, 1997-07, Vol.56 (2), p.961-973

Heusler, M.

1997

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On the uniqueness of the Reissner--Nordström solution with electric and magnetic charge

Classical and quantum gravity, 1994-03, Vol.11 (3), p.L49-L53

Heusler, Markus

1994

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Stability analysis of self-gravitating skyrmions

Physics letters. B, 1991-11, Vol.271 (1), p.61-67

1991

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Linear stability of Einstein-Skyrme black holes

Physics letters. B, 1992-07, Vol.285 (1), p.21-26

1992

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A n-hair theorem for self-gravitating nonlinear sigma models

Journal of mathematical physics, 1992, Vol.33 (10), p.3497-3502

HEUSLER, M

1992

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Cosmological analogues of the Bartnik-McKinnon solutions

Physical review. D, Particles and fields, 1996-12, Vol.54 (12), p.7243-7251

1996

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Self-adjoint wave equations for dynamical perturbations of self-gravitating fields

Physical review. D, Particles and fields, 2001, Vol.63 (10), Article 104015

2001

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The first law of black hole physics for a class of non-linear matter models

Classical and quantum gravity, 1993, Vol.10 (7), p.1299-1321

1993

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Higher-dimensional homogeneous cosmological models

Helvetica physica acta, 1990-11, Vol.63 (8), p.965

Heusler, M

1990

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Mass variation formulae for Einstein-Yang-Mills-Higgs and Einstein-dilaton black holes

Physics letters. B, 1993-09, Vol.315 (1), p.55-66

1993

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Stability analysis of new solutions of the EYM system with a cosmological constant

Physical review. D, Particles and fields, 1996-12, Vol.54 (12), p.7338-7352

1996

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General relativistic textures and their interactions with matter and radiation

Nuclear physics. B, 1992-01, Vol.368 (2), p.527-553

1992

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STATICITY, CIRCULARITY, AND THE FIRST LAW OF BLACK HOLE PHYSICS

International journal of modern physics. D, Gravitation, astrophysics, cosmology, 1994-03, Vol.3 (1), p.199-202

1994

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Rotating Solitons and Nonrotating, Nonstatic Black Holes

Anisotropic asymptotic behavior in chaotic inflation

Staticity and uniqueness of multiple black hole solutions of sigma -models

Generalization of the regge-wheeler equation for self-gravitating matter fields

Perturbation theory for self-gravitating gauge fields: The odd-parity sector

The first law of black hole physics for a class of nonlinear matter models

A no‐hair theorem for self‐gravitating nonlinear sigma models

Scaling arguments for the existence of static, spherically symmetric solutions of self-gravitating systems

Higher-dimensional homogeneous cosmological models as autonomous dynamical systems

New black hole solutions with hair

On the uniqueness of the Papapetrou - Majumdar metric

The uniqueness theorem for rotating black hole solutions of self-gravitating harmonic mappings

Bogomol’nyi-type mass formulas for a class of nonrotating black holes

On the uniqueness of the Reissner--Nordström solution with electric and magnetic charge

Stability analysis of self-gravitating skyrmions

Linear stability of Einstein-Skyrme black holes

A n-hair theorem for self-gravitating nonlinear sigma models

Cosmological analogues of the Bartnik-McKinnon solutions

Self-adjoint wave equations for dynamical perturbations of self-gravitating fields

The first law of black hole physics for a class of non-linear matter models

Higher-dimensional homogeneous cosmological models

Mass variation formulae for Einstein-Yang-Mills-Higgs and Einstein-dilaton black holes

Stability analysis of new solutions of the EYM system with a cosmological constant

General relativistic textures and their interactions with matter and radiation

STATICITY, CIRCULARITY, AND THE FIRST LAW OF BLACK HOLE PHYSICS

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