Quantum geometry of isolated horizons and black hole entropy

Cited by (558)

Items 301–400 of 558

1. QUANTUM GEOMETRY AS A RELATIONAL CONSTRUCT
   Alejandro Corichi, Michael P. Ryan, Daniel Sudarsky · 2002 · Modern Physics Letters A
2. QUANTUM GEOMETRY AND ITS IMPLICATIONS FOR BLACK HOLES
   Martin Bojowald A · 2006 · International Journal of Modern Physics D
3. Barbero–Immirzi parameter, manifold invariants and Euclidean path integrals
   Tomáš Liko · 2012 · Classical and Quantum Gravity
4. Black Hole Entropy in Loop Quantum Gravity
   J. Fernando Barbero G., Daniele Pranzetti · 2023 · Springer eBooks
5. Black-hole thermodynamics: Entropy, information and beyond
   Saurya Das · 2004 · Pramana
6. Isotropic loop quantum cosmology with matter. II. The Lorentzian constraint
   Franz Hinterleitner, Seth Major · 2003 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
7. Entropy of higher dimensional nonrotating isolated horizons from loop quantum gravity
   Jingbo Wang, Chao-Guang Huang · 2015 · Classical and Quantum Gravity
8. Area law from loop quantum gravity
   Alioscia Hamma, Ling-Yan Hung, Antonino Marcianò, Mingyi Zhang · 2018 · Physical review. D/Physical review. D.
9. Thermal stability of black holes with arbitrary hairs
   Aloke Kumar Sinha · 2018 · Modern Physics Letters A
10. Black hole radiation spectrum in loop quantum gravity: isolated horizon framework
    Jacobo Díaz-Polo, Enrique Fernández-Borja · 2008 · Classical and Quantum Gravity
11. Quintessence and (anti-)Chaplygin gas in loop quantum cosmology
    Raphael Lamon, Andreas J. Wöhr · 2010 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
12. Extent of the Immirzi ambiguity in quantum general relativity
    Guillermo Antonio Mena Marugán · 2002 · Classical and Quantum Gravity
13. WHEN IS S = A/4?
    CORICHI, ALEJANDRO, SUDARSKY, DANIEL · 2002 · Modern Physics Letters A
14. Physics-to-gauge conversion at black hole horizons
    L Bergamin, Daniel Grumiller, W Kummer, D V Vassilevich · 2006 · Classical and Quantum Gravity
15. On the counting of black hole states in loop quantum gravity
    Sergei Yu Alexandrov · 2004 · arXiv (Cornell University)
16. VIRTUAL BLACK HOLES AND THE S-MATRIX
    Daniel Grumiller · 2004
17. On the Universality of the Entropy-Area Relation
    Seth Major, Kevin, Kevin Setter · 2001
18. BTZ Black Hole Entropy and the Turaev–Viro Model
    Marc Geiller, Karim Noui · 2014 · Annales Henri Poincaré
19. Absence of log correction in entropy of large black holes
    Amit Ghosh, P. Mitra · 2014 · Physics Letters B
20. Newton's constant from a minimal length: additional models
    Hanno Sahlmann · 2010 · Classical and Quantum Gravity
21. Thermal fluctuations and correlations among hairs of a stable quantum black hole: Some examples
    Aloke Kumar Sinha · 2018 · Modern Physics Letters A
22. A note on the symmetry reduction of SU(2) on horizons of various topologies
    Andrew DeBenedictis, Steve Kloster, Johan Brannlund · 2011 · Classical and Quantum Gravity
23. Loop Quantum Gravity and planck Scale Phenomenology
    Lee Smolin · 2005 · Springer eBooks
24. On the universality of the entropy–area relation
    Seth A Major, Kevin L Setter · 2001 · Classical and Quantum Gravity
25. Loop quantum gravity and Planck-size black hole entropy
    Corichi, A, Diaz-Polo, J, Fernandez-Borja, E · 2007 · CERN Document Server (European Organization for Nuclear Research)
26. HOW RED IS A QUANTUM BLACK HOLE?
    Viqar Husain, OLIVER WINKLER · 2005 · International Journal of Modern Physics D
27. Compact anisotropic stars with membrane - a new class of exact solutions to the Einstein field equations
    Michael Petri · 2003 · arXiv (Cornell University)
28. Thermodynamics of isolated horizons in loop quantum gravity
    Shupeng Song, Gaoping Long, Cong Zhang, Xiangdong Zhang · 2022 · Physical review. D/Physical review. D.
29. Parity and reality properties of the EPRL spinfoam
    Yasha Neiman · 2012 · Classical and Quantum Gravity
30. Quantum corrections to the Hawking radiation spectrum
    Youngsub Yoon · 2016 · Journal of the Korean Physical Society
31. A relation between the Barbero–Immirzi parameter and the standard model
    Bogusław Broda, Michał Szanecki · 2010 · Physics Letters B
32. Hilbert space built over connections with a non-compact structure group
    Andrzej Okołów · 2005 · Classical and Quantum Gravity
33. 2+1 quantum gravity with a Barbero–Immirzi-like parameter on toric spatial foliation
    Rudranil Basu, S. Paul · 2010 · Classical and Quantum Gravity
34. Supergravity and Yang-Mills theories as generalized topological fields with constraints
    Yi Ling, Roh-Suan Tung, Han-Ying Guo · 2004 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
35. Isolated horizon, Killing horizon and event horizon
    Ghanashyam Date · 2001 · Classical and Quantum Gravity
36. A correction to the Immirzi parameter of SU(2) spin networks
    M. Sadiq · 2015 · Physics Letters B
37. Quantum corrections to Hawking radiation spectrum
    Youngsub Yoon · 2016
38. Lattice refinement in loop quantum cosmology
    Mairi Sakellariadou · 2009 · Journal of Physics Conference Series
39. VIRTUAL BLACK HOLES AND THE S-MATRIX
    Daniel Grumiller · 2004 · International Journal of Modern Physics D
40. Some notes on the Kodama state, maximal symmetry, and the isolated horizon boundary condition
    Norbert Bodendorfer · 2016 · Physical review. D/Physical review. D.
41. Knot theory and a physical state of quantum gravity
    Tomáš Liko, Louis Hirsch Kauffman · 2006 · Classical and Quantum Gravity
42. Bibliography of Publications related to Classical Self-dual variables and Loop Quantum Gravity
    Alejandro Corichi, Alberto Hauser · 2005 · arXiv (Cornell University)
43. In Search of Quantum de Sitter Space: Generalizing the Kodama State
    Andrew Randono · 2007 · arXiv (Cornell University)
44. Quantum Space-times: Beyond the Continuum of Minkowski and Einstein
    Abhay Ashtekar · 2008 · arXiv (Cornell University)
45. A Generalization of the Kodama State for Arbitrary Values of the Immirzi Parameter
    Andrew Randono · 2005 · arXiv (Cornell University)
46. 2 Charged Quantum Black Holes: Thermal Stability Criterion
    Abhishek Majhi, Parthasarathi Majumdar · 2016
47. HOLOGRAPHY, GAUGE-GRAVITY CONNECTION AND BLACK HOLE ENTROPY
    Parthasarathi Majumdar · 2009 · International Journal of Modern Physics A
48. Entangled spacetime
    Paola Zizzi · 2018 · Modern Physics Letters A
49. SU(1,1) Barbero-like variables derived from Holst action
    Merced Montesinos, Jorge Romero, Ricardo Escobedo, Mariano Celada · 2018 · Physical review. D/Physical review. D.
50. Loop Quantum Gravity: A Demystified View
    Rakshit P. Vyas, Mihir Joshi · 2022 · Gravitation and Cosmology
51. Quantum geometry of the null cone
    Wolfgang Wieland · 2025 · Physical review. D/Physical review. D.
52. LQG for the Bewildered
    Deepak Vaid, Sundance Bilson-Thompson · 2016 · Springer eBooks
53. Barbero’s formulation from a BF -type action with the Immirzi parameter
    Mariano Celada, Merced Montesinos, Jorge Romero · 2016 · Classical and Quantum Gravity
54. On the distribution of the eigenvalues of the area operator in loop quantum gravity
    J Fernando Barbero G, Juan Margalef-Bentabol, Eduardo J S Villaseñor · 2018 · Classical and Quantum Gravity
55. Quantum theory of charged isolated horizons
    Konstantin Eder, Hanno Sahlmann · 2018 · Physical review. D/Physical review. D.
56. Tachyon warm inflation with the effects of loop quantum cosmology in the light of Planck 2015
    Vahid Kamali, Spyros Basilakos, Ahmad Mehrabi, Meysam Motaharfar, Erfan Massaeli · 2018 · International Journal of Modern Physics D
57. Black holes quasinormal modes, Loop Quantum Gravity Immirzi parameter and nonextensive statistics
    Éverton M. C. Abreu, Jorge Ananias Neto, Edésio M. Barboza, B. B. Soares · 2019 · Physics Letters B
58. Black hole thermodynamics without a black hole?
    Victor Berezin · 2003 · Nuclear Physics B
59. Universe scenarios from loop quantum cosmology
    Martin Bojowald A · 2006 · Annalen der Physik
60. Classical and Quantum Physics of Isolated Horizons: A Brief Overview
    Abhay Ashtekar · 2007 · Springer eBooks
61. Entropy and area of black holes in loop quantum gravity
    I.B Khriplovich · 2002 · Physics Letters B
62. The holographic solution - Why general relativity must be understood in terms of strings
    Michael Petri · 2004 · arXiv (Cornell University)
63. 09 Geon black holes and quantum field theory
    Jorma Louko · 2016
64. Entanglement entropy of coherent intertwiner in loop quantum gravity
    Gaoping Long, Qian Chen, Jinsong Yang · 2024 · Physical review. D/Physical review. D.
65. Entropy of nonrotating isolated horizons in Lovelock theory from loop quantum gravity
    Jing-Bo Wang, Chao-Guang Huang, Lin Li · 2016 · Chinese Physics C
66. Quasi stable black holes and their implications
    Aloke Kumar Sinha · 2018 · Classical and Quantum Gravity
67. Reformulation of boundary BF theory approach to statistical explanation of the entropy of isolated horizons
    Chao-Guang Huang, Jingbo Wang · 2016 · General Relativity and Gravitation
68. Black hole entropy predictions without the Immirzi parameter and Hawking radiation of a single-partition black hole
    Brian Kong, Youngsub Yoon · 2016 · Journal of the Korean Physical Society
69. Four-Dimensional Entropy from Three-Dimensional Gravity
    Steven J. Carlip · 2015 · Physical Review Letters
70. Weakly Isolated horizons: first order actions and gauge symmetries
    Alejandro Corichi, Juan D. Reyes, Tatjana Vukašinac · 2017 · Classical and Quantum Gravity
71. Revisiting the solution of the second-class constraints of the Holst action
    Merced Montesinos, Jorge Romero, Mariano Celada · 2019 · Physical review. D/Physical review. D.
72. Geon black holes and quantum field theory
    Jorma Louko · 2010 · Journal of Physics Conference Series
73. Quantization of static space-times
    Yongge Ma · 2002 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
74. Canonical Quantum Gravity
    Gianluca Calcagni · 2017 · Graduate texts in physics
75. Black holes and entropy in loop quantum gravity: An overview
    Alejandro Corichi · 2009 · arXiv (Cornell University)
76. Black holes: new horizons
    Sean Alan Hayward · 2000 · arXiv (Cornell University)
77. Loop quantum gravity and Planck-size black hole entropy
    Alejandro Corichi, Jacobo Díaz-Polo, Enrique Fernández-Borja · 2007 · Journal of Physics Conference Series
78. Varying constants, black holes, and quantum gravity
    Steven J. Carlip · 2003 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
79. Entropy and Area of Black Holes in Loop Quantum Gravity
    Iosif B. Khriplovich · 2001
80. Finite entanglement entropy and spectral dimension in quantum gravity
    Michele Arzano, Gianluca Calcagni · 2017 · The European Physical Journal C
81. Tidal deformations of slowly spinning isolated horizons
    Ariadna Ribes Metidieri, Béatrice Bonga, Badri Krishnan · 2024 · Physical review. D/Physical review. D.
82. Quantum Space-Times
    Abhay Ashtekar · 2009 · Springer eBooks
83. Irreversibility and Collapse Models
    Mohammad Bahrami, Angelo Bassi, Sandro Donadi, Luca Ferialdi, Gabriel León · 2015 · On thinking
84. Gibbs paradox, black hole entropy, and the thermodynamics of isolated horizons
    Andreas G. A. Pithis · 2013 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
85. Formation and stability of area quantized black holes
    K. Chakravarti, Rajes Ghosh, Sudipta Sarkar · 2024 · Physical review. D/Physical review. D.
86. Isolated Horizons in Classical and Quantum Gravity
    Jonathan Engle, Tomáš Liko · 2013 · WORLD SCIENTIFIC eBooks
87. Entropy and entanglement in polymer quantization
    Tommaso F. Demarie, Daniel R. Terno · 2013 · Classical and Quantum Gravity
88. Semiclassical analysis of black holes in loop quantum gravity: Modeling Hawking radiation with volume fluctuations
    Pierre Heidmann, Hongguang Liu, Karim Noui · 2017 · Physical review. D/Physical review. D.
89. Corner Symmetry and Quantum Geometry
    Laurent Freidel, Marc Geiller, Wolfgang Wieland · 2024 · Springer eBooks
90. Microscopic states of Kerr black holes from boundary-bulk correspondence *
    Jingbo Wang · 2020 · Chinese Physics C
91. Loop quantum gravity boundary dynamics and S L ( 2 , C ) gauge theory
    Etera R. Livine · 2021 · Classical and Quantum Gravity
92. UNSPEAKABLES AND THE EPISTEMOLOGICAL PATH TOWARD QUANTUM GRAVITY
    Daniel Sudarsky · 2008 · International Journal of Modern Physics D
93. Considering boundary conditions for black hole entropy in loop quantum gravity
    Takashi Tamaki · 2007 · Classical and Quantum Gravity
94. Spacetime foam model of the Schwarzschild horizon
    Jarmo Mäkelä, Ari Peltola · 2004 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
95. Coupling matter to loop quantum gravity
    Hanno Sahlmann · 2005 · Max Planck Digital Library
96. Angular Momentum in Loop Quantum Gravity
    Martin Bojowald A · 2000 · arXiv (Cornell University)
97. Aligned electromagnetic excitations of a black hole and their impact on its quantum horizon
    Alexander Burinskii, E. Elizalde, Sergi R. Hildebrandt, Giulio Magli · 2008 · Physics Letters B
98. Towards self dual Loop Quantum Gravity
    Jibril Ben Achour · 2015 · arXiv (Cornell University)
99. Discreteness Unravels the Black Hole Information Puzzle: Insights from a Quantum Gravity Toy Model
    Alejandro Pérez, Sami Viollet · 2023 · Entropy
100. On incomplete statistics and the loop quantum gravity Immirzi parameter
     Éverton M. C. Abreu, Jorge Ananias Neto, Edésio M. Barboza, B. B. Soares · 2019 · Europhysics Letters (EPL)