Critical Collapse in the Axion-Dilaton System in Diverse Dimensions

Abstract

We study the gravitational collapse of the axion-dilaton system suggested by type IIB string theory in dimensions ranging from four to ten. We extend previous analysis concerning the role played by the global SL(2,R) symmetry and we evaluate the Choptuik exponents in the elliptic case.

LaTeX, 10 pages, no figures

References in corpus (4)

• On Choptuik's scaling in higher dimensions
• Scaling Phenomena in Gravity from QCD
• Dimension-Dependence of the Critical Exponent in Spherically Symmetric Gravitational Collapse
• Critical gravitational collapse: towards a holographic understanding of the Regge region

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• On self-similar axion-dilaton configurations
• On Higher Dimensional Self-Similar Axion-Dilaton Solutions
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• Modeling the complexity of Elliptic Black Hole Solution In 4D Using Hamiltonian Monte Carlo with Stacked Neural Networks
• Sequential Monte Carlo with Cross-validated Neural Networks for Complexity of Hyperbolic Black Hole Solutions in 4D
• Neural Networks Assisted Metropolis-Hastings for Bayesian Estimation of Critical Exponent on Elliptic Black Hole Solution in 4D Using Quantum Perturbation Theory