Testing Quantum Nature of Gravity - Witnessing Quantum Aspects in a Lab
Explore cutting-edge research on testing quantum gravity in laboratory settings, focusing on witnessing quantum aspects through innovative experimental approaches.
Witnessing Quantum Aspects of Gravity in a Lab
Explore groundbreaking research on observing quantum gravity effects in laboratory settings, presented by leading expert Oriol Romero-Isart from the University of Innsbruck.
The CWL Theory of Quantum Gravity
Explore the CWL theory of Quantum Gravity with Philip Stamp, delving into cutting-edge research on witnessing quantum aspects of gravity in laboratory settings.
Can We Detect the Quantum Nature of Gravity?
Explore the possibility of detecting quantum gravity in laboratory settings, examining cutting-edge research and experimental approaches in this fascinating field of physics.
Searching for Signatures of Quantum Gravity in the Laboratory
Explore experimental approaches to detect quantum gravity signatures in laboratory settings, focusing on cutting-edge research and potential breakthroughs.
Underground Test of Gravity-Related Wave Function Collapse
Explore underground tests of gravity-related wave function collapse, examining quantum aspects of gravity in laboratory settings.
A Nonsmooth Approach to Einstein's Theory of Gravity
Explore a nonsmooth approach to Einstein's gravity theory, focusing on reformulating curvature concepts and developing a synthetic null energy condition for Lorentzian spaces.
Timelike Ricci Bounds and Einstein's Theory of Gravity in Non-Smooth Settings
Explore Lorentzian synthetic spaces, optimal transport theory, and timelike Ricci curvature bounds to characterize Einstein's equations in non-smooth spaces, with applications to gravity.
Alexandrov's Patchwork and the Bonnet-Myers Theorem for Lorentzian Length Spaces
Explore global timelike curvature bounds in Lorentzian length spaces, examining Alexandrov's Patchwork analogue and Bonnet-Myers theorem applications for spacetime geometry.
Gromov's Reconstruction Theorem and Measured Gromov-Hausdorff Convergence in Lorentzian Spaces
Explore Lorentzian space convergence, Gromov reconstruction theorem, and measured Lorentz-Gromov-Hausdorff convergence in nonsmooth general relativity. Gain insights into isomorphy of measured Lorentzian spaces.
Generalizations of Classical Relativity Theorems
Explore generalizations of classical relativity theorems, focusing on averaged energy conditions and their implications for singularity and area theorems in semiclassical gravity.
Null Shells: Abstract Formulation of Junction Conditions and Particularization
Explore abstract formulation of junction conditions for matching spacetimes, focusing on null shells and their gravitational/matter content. Analyze multiple matchings and cut-and-paste scenarios.
Spacetime Geometry of Spin, Polarization, and Wavefunction Collapse
Explore a new spacetime geometry incorporating quantum nonlocality into general relativity, examining implications for spin-1/2 fermions and the Born rule.
The Space of Causal Diamonds as a Lorentzian Pre-Length Space
Explore causal diamonds in Mathematical Relativity, examining their geometry and geodesic structure when endowed with Hausdorff distance, and their implications for metric convergence stability.
Some Mass Concepts in General Relativity
Explore new PDE-based approaches to fundamental results in mathematical general relativity, including positive mass theorem and Riemannian Penrose inequality.
Properties of the Null Distance on a Spacetime
Explore the null distance concept in spacetime, its definition, examples, and relationship to metric space structures.
Global Hyperbolicity Through the Eyes of the Null Distance
Explore global hyperbolicity in spacetime geometry through null distance, encoding causal information in metric space structures and characterizing completeness.
Nonlinear Stability of Kerr-de Sitter Spacetimes
Explore nonlinear stability of slowly-rotating Kerr-de Sitter black holes, focusing on a new proof using vectorfield method and bootstrap scheme to uncover high-frequency spectral gap.
Wave Equations in Kerr-de Sitter Spacetimes - The Full Subextremal Range
Explore wave equations in Kerr-de Sitter spacetimes, extending Vasy's results to the full subextremal range and analyzing photon trapping around black holes.
Feynman Propagators on Curved Spacetime
Explore Feynman propagators on curved spacetime, their construction, and connection to quantum states. Delve into microlocal techniques and their application to wave and Dirac-type operators.
Hadamard States for Maxwell Fields via Complete Gauge Fixing
Explore Hadamard states for Maxwell fields through complete gauge fixing, delving into spectral theory and mathematical relativity concepts.