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Vincent Moncrief
The Reduction Problem for Einstein's Equations I
The Emergence of Gravitational Wave Science: 100 Years of Development of Mathematical Theory, Detectors, Numerical Algorithms, and Data Analysis Tools
THE GLOBAL EXISTENCE PROBLEM in GENERAL RELATIVITY 3 Played a Vital Role As Motivation and Guide in the Development of the Results Discussed Here
Quantization, Nonlinear Partial Differential Equations,And Operator
Arxiv:1901.02380V1 [Math-Ph]
Determinism and General Relativity
On the Existence of Killing Fields in Smooth Spacetimes with a Compact Cauchy Horizon
Euclidean-Signature Semi-Classical Methods for Quantum Cosmology
Regularity of the Einstein Equations at Future Null Infinity
It Is Extremely Difficult to Induce Penguins to Drink Warm Water
Evolution of the Einstein Equations to Future Null Infinity
An Integral Equation for Spacetime Curvature in General Relativity
Giang Dan 200911 Phd Thesis.Pdf
A Positive-Definite Energy Functional for the Axisymmetric Perturbations
James A. Isenberg Curriculum Vitae Title: Professor, Department of Mathematics
Origins and Development of the Cauchy Problem in General Relativity
An Integral Equation for Spacetime Curvature in General Relativity
Arthur E. Fischer Jerrold E. Marsden Vincent Moncrief
Top View
Essa Y S in General Relativity
1 Introduction
Constraint Equations for 3 + 1 Vacuum Einstein Equations with a Translational Space-Like Killing Field in the Asymptotically Flat Case Cécile Huneau
Mathematical General Relativity: a Sampler
Could the Universe Have an Exotic Topology?