All Stories

  1. Quantum shells in a quantum space-time
  2. Hawking radiation from a spherical loop quantum gravity black hole
  3. Three principles for canonical quantum gravity
  4. Quantum black holes in loop quantum gravity
  5. Loop Quantization of the Schwarzschild Black Hole
  6. Spherically symmetric gravity coupled to a scalar field with a local Hamiltonian: the complete initial-boundary value problem using metric variables
  7. Self-adjointness in the Hamiltonians of deparametrized totally constrained theories: A model
  8. Quantum scalar field in quantum gravity with spherical symmetry
  9. Reply to comment on ‘Small Lorentz violations in quantum gravity: do they lead to unacceptably large effects?’
  10. Local Hamiltonian for Spherically Symmetric Gravity Coupled to a Scalar Field
  11. A First Course in Loop Quantum Gravity.
  12. An axiomatic formulation of the Montevideo interpretation of quantum mechanics
  13. Fundamental Loss of Quantum Coherence from Quantum Gravity
  14. A First Course in Loop Quantum Gravity
  15. Further developments
  16. Yang–Mills theories
  17. Why quantize gravity?
  18. Open issues and controversies
  19. Special relativity and electromagnetism
  20. Some elements of general relativity
  21. Hamiltonian mechanics including constraints and fields
  22. Loop representation for general relativity
  23. An application: loop quantum cosmology
  24. Quantum mechanics and elements of quantum field theory
  25. General relativity in terms of Ashtekar’s new variables
  26. Quantum scalar field in quantum gravity: the propagator and Lorentz invariance in the spherically symmetric case
  27. A realist interpretation of quantum mechanics based on undecidability due to gravity
  28. Small Lorentz violations in quantum gravity: do they lead to unacceptably large effects?
  29. UNDECIDABILITY AS SOLUTION TO THE PROBLEM OF MEASUREMENT: FUNDAMENTAL CRITERION FOR THE PRODUCTION OF EVENTS
  30. Numerical Relativity: Solving Einstein’s Equations on the Computer
  31. New variables for (1 + 1)-dimensional gravity
  32. Modern Space-Time and Undecidability
  33. Undecidability and the Problem of Outcomes in Quantum Measurements
  34. Quantum scalar field in quantum gravity: the vacuum in the spherically symmetric case
  35. Black holes in loop quantum gravity
  36. The Montevideo interpretation of quantum mechanics: frequently asked questions
  37. Diffeomorphism Invariance in Spherically Symmetric Loop Quantum Gravity
  38. INSTABILITIES OF NAKED SINGULARITIES AND BLACK HOLE INTERIORS IN GENERAL RELATIVITY
  39. Conditional probabilities with Dirac observables and the problem of time in quantum gravity
  40. Emergent diffeomorphism invariance in a discrete loop quantum gravity model
  41. Thomas Thiemann: Modern canonical quantum general relativity
  42. QUANTUM COSMIC CENSOR: GRAVITATION MAKES REALITY UNDECIDABLE
  43. Black Holes in Loop Quantum Gravity: The Complete Space-Time
  44. Editorial note to R. Arnowitt, S. Deser, C. W. Misner The dynamics of general relativity
  45. Late-time tails in the Kerr spacetime
  46. HOLOGRAPHY FROM LOOP QUANTUM GRAVITY
  47. Loss of entanglement in quantum mechanics due to the use of realistic measuring rods
  48. Fundamental decoherence from quantum gravity: a pedagogical review
  49. Loop quantization of spherically symmetric midi-superspaces
  50. Relational Physics with Real Rods and Clocks and the Measurement Problem of Quantum Mechanics
  51. Uniform discretizations: a quantization procedure for totally constrained systems including gravity
  52. Instability of charged and rotating naked singularities
  53. Uniform discretizations: A new approach for the quantization of totally constrained systems
  54. FUNDAMENTAL SPATIO-TEMPORAL DECOHERENCE: A KEY TO SOLVING THE CONCEPTUAL PROBLEMS OF BLACK HOLES, COSMOLOGY AND QUANTUM MECHANICS
  55. CONSISTENT DISCRETIZATION AND CANONICAL, CLASSICAL AND QUANTUM REGGE CALCULUS
  56. Arbitrary black-string deformations in the black-string-black-hole transitions
  57. Unified model of loop quantum gravity and matter
  58. CLASSICAL AND QUANTUM GENERAL RELATIVITY: A NEW PARADIGM
  59. CONSISTENT DISCRETE SPACE-TIME
  60. Classical and quantum general relativity: A new paradigm
  61. Focus on Spacetime 100 Years Later
  62. Consistent discretizations: The Gowdy spacetimes
  63. Fundamental decoherence in quantum gravity
  64. Consistent Discretization and Loop Quantum Geometry
  65. Consistent and mimetic discretizations in general relativity
  66. Dirac-type approach for consistent discretizations of classical constrained theories
  67. Realistic Clocks, Universal Decoherence, and the Black Hole Information Paradox
  68. Fundamental decoherence from relational time in discrete quantum gravity: Galilean covariance
  69. NO BLACK HOLE INFORMATION PUZZLE IN A RELATIONAL UNIVERSE
  70. Canonical quantum gravity and consistent discretizations
  71. A relational solution to the problem of time in quantum mechanics and quantum gravity: a fundamental mechanism for quantum decoherence
  72. Loss of quantum coherence from discrete quantum gravity
  73. DISCRETE QUANTUM GRAVITY: A MECHANISM FOR SELECTING THE VALUE OF FUNDAMENTAL CONSTANTS
  74. Novel finite-differencing techniques for numerical relativity: application to black-hole excision
  75. Well Posed Constraint-Preserving Boundary Conditions for the Linearized Einstein Equations
  76. Discrete quantum gravity: cosmological examples
  77. Perturbative evolution of particle orbits around Kerr black holes: time-domain calculation
  78. Canonical Quantization of General Relativity in Discrete Space-Times
  79. Canonical quantization of constrained theories on discrete spacetime lattices
  80. Stability properties of a formulation of Einstein’s equations
  81. Hyperbolicity of the Baumgarte-Shapiro-Shibata-Nakamura system of Einstein evolution equations
  82. Convergence and stability in numerical relativity
  83. Perturbative evolution of conformally flat initial data for a single boosted black hole
  84. Finite spin-foam-based theory of three- and four-dimensional quantum gravity
  85. Close limit evolution of Kerr-Schild type initial data for binary black holes
  86. LORENTZ VIOLATIONS IN CANONICAL QUANTUM GRAVITY
  87. Three Roads to Quantum Gravity
  88. Cure for unstable numerical evolutions of single black holes: Adjusting the standard ADM equations in the spherically symmetric case
  89. Perturbations of the Kerr spacetime in horizon-penetrating coordinates
  90. Excitation of neutron star oscillations by an orbiting particle
  91. Grazing Collisions of Black Holes via the Excision of Singularities
  92. Making Classical and Quantum Canonical General Relativity Computable through a Power Series Expansion in the Inverse Cosmological Constant
  93. The large cosmological constant approximation to classical and quantum gravity: model examples
  94. Erratum: Imposition of Cauchy data to the Teukolsky equation. III. The rotating case [Phys. Rev. D 58 , 084019 (1998)]
  95. Canonical quantum gravity in the Vassiliev invariants arena: I. Kinematical structure
  96. Canonical quantum gravity in the Vassiliev invariants arena: II. Constraints, habitats and consistency of the constraint algebra
  97. Consistent Canonical Quantization of General Relativity in the Space of Vassiliev Invariants
  98. Close limit of grazing black hole collisions: non-spinning holes
  99. Gravitational radiation from Schwarzschild black holes: the second-order perturbation formalism
  100. Inspiraling Black Holes: The Close Limit
  101. Close-limit approximation to neutron star collisions
  102. Nonstandard optics from quantum space-time
  103. Yang-Mills analogues of the Immirzi ambiguity
  104. Collision of boosted black holes: Second order close limit calculations
  105. The Close Limit of Colliding Black Holes: An Update
  106. Vassiliev invariants: A new framework for quantum gravity
  107. Does loop quantum gravity imply Λ=0?
  108. Imposition of Cauchy data to the Teukolsky equation. III. The rotating case
  109. A spin network generalization of the Jones polynomial and Vassiliev invariants
  110. Evolving the Bowen-York initial data for spinning black holes
  111. ON THE CONSISTENCY OF THE CONSTRAINT ALGEBRA IN SPIN NETWORK QUANTUM GRAVITY
  112. Chern-Simons states in spin-network quantum gravity
  113. Large Quantum Gravity Effects: Backreaction on Matter
  114. Lattice knot theory and quantum gravity in the loop representation
  115. Variational Derivation of Exact Skein Relations from Chern-Simons Theories
  116. Ill-posedness of a double-null free-evolution scheme for black hole spacetimes
  117. Collision of boosted black holes
  118. Canonical Quantum Gravity with New Variables and Loops: A Report
  119. Colliding Black Holes: How Far Can the Close Approximation Go?
  120. The loop representation
  121. Maxwell theory
  122. Lattice techniques
  123. Quantum gravity
  124. Loop representation: further developments
  125. Holonomies and the group of loops
  126. The loop representation of quantum gravity
  127. Knot theory and physical states of quantum gravity
  128. The extended loop representation of quantum gravity
  129. Conclusions, present status and outlook
  130. Knot theory and the dynamics of quantum general relativity
  131. Second-order perturbations of a Schwarzschild black hole
  132. Towards a loop representation for quantum canonical supergravity
  133. Loops, Knots, Gauge Theories and Quantum Gravity
  134. Knot polynomial states of quantum gravity in terms of loops and extended loops: Some remarks
  135. Head-on collision of two black holes: Comparison of different approaches
  136. THE CONSTRAINT ALGEBRA OF QUANTUM GRAVITY IN THE LOOP REPRESENTATION
  137. Is there a connection between no-hair behavior and universality in gravitational collapse?
  138. Carlos Aragone
  139. Extended loops: A new arena for nonperturbative quantum gravity
  140. Colliding black holes: The close limit
  141. Late-time behavior of stellar collapse and explosions. II. Nonlinear evolution
  142. Late-time behavior of stellar collapse and explosions. I. Linearized perturbations
  143. Bianchi cosmologies: New variables and a hidden supersymmetry
  144. KNOT POLYNOMIALS AS STATES OF NONPERTURBATIVE FOUR DIMENSIONAL QUANTUM GRAVITY
  145. Quantum Einstein-Maxwell fields: A unified viewpoint from the loop representation
  146. Escape of gravitational radiation from the field of massive bodies
  147. On the constraints of quantum gravity in the loop representation
  148. How the Jones polynomial gives rise to physical states of quantum general relativity
  149. Jones polynomials for intersecting knots as physical states of quantum gravity
  150. Emergence of radiation from gravitational potential wells: The absence of ω M effects
  151. GRAVITATIONAL PARTICLE PRODUCTION BY COSMIC TEXTURES
  152. Knot invariants as nondegenerate quantum geometries
  153. General Relativity. An Introduction to the Theory of the Gravitational Field (Hans Stephani)
  154. Intersecting N loop solutions of the hamiltonian constraint of quantum gravity
  155. Erratum: BRST analysis of 2+1 gravity
  156. Comment on ‘‘A remark on the gravitational field produced by an infinite straight string,’’ by G. Francisco and G. Matsas [Am. J. Phys. 57, 359–361 (1989)]
  157. BRST analysis of 2+1 gravity
  158. Gravitational particle production in the formation of global monopoles and domain walls
  159. Nonstationary one-soliton solutions of the vacuum Einstein equations with Alekseev's inverse scattering technique
  160. QUANTUM THEORY OF SPACE-TIMES WITH ONE KILLING FIELD
  161. Stiff-matter solitons in cosmology
  162. Gravitational particle production during cosmic string formation
  163. Completeness and singularities in some inhomogeneous cosmologies
  164. Finite perturbations on perfect fluid Friedmann-Robertson-Walker models
  165. On the existence of crack of doom singularities in some cosmological models with extra dimensions
  166. Anisotropic four loop superstring cosmologies
  167. The Weak Energy Condition and Singularities in Classical Free N = 1 Supergravity
  168. Higher order poles in the Belinskii-Zakharov inverse scattering method
  169. Solitonic instabilities in de sitter universes
  170. General solution for slowly-rotating perfect fluid spheres in general relativity
  171. A note on Einstein-Maxwell solutions and vacuum to electrovac solutions transforms
  172. Solitonic solutions in the Kaluza–Klein–Jordan formalism as cosmological models in general relativity
  173. Stochastic processes in cosmology
  174. New Weyl theory: Geometrization of electromagnetism and gravitation: Motivations and classical results
  175. Foreword
  176. Preface
  177. Yang–Mills theories
  178. References
  179. Loop coordinates and the extended group of loops