Monday, August 28, 2017
Friday, May 12, 2017
Talk by Raul Carballo-Rubio
Seminar by Raul Carballo-Rubio
Talk time and date:
May 17th at 11:00 AM in Nicholson 241
Title: Exponential decay of black holes into white holes
Abstract: In recent years, it has been proposed by different authors that non-perturbative quantum gravity effects may turn black holes into white holes. To evaluate the characteristic time scale of this transition, a theory of quantum gravity that assigns probabilities to geometric interpolations between black hole and white hole geometries is needed. In this talk, I will explain the results that are obtained in a truncation of the problem that assigns probabilities à la Euclidean quantum gravity to a reduced set of interpolating geometries. I will show how an exact exponential decay law is found, extract the characteristic time scale that follows from it, and discuss the astrophysical relevance of this calculation.
Wednesday, March 22, 2017
Seminar by Andrzej Krolak
Monday, March 20, 2017
Seminar by Lucas Fabian
Seminar by Lucas Fabian
Talk time and date:
March 21th at 11:00 AM in Nicholson 241
Title: Review / progress report on entanglement of squeezed vacua
Abstract: There is a lot of ongoing work using complex structures to study power spectrum and entanglement entropy of scalar perturbations in cosmology. I will review our general methods and explain the machinery connecting entanglement entropy, correlation function and complex structure for Gaussian states. There are some subtleties when going from finitely many degrees of freedom to infinitely many, due to unitarily inequivalent representations. A recent progress provided an elegant method of finding adiabatic vacua using an ε expansion of the complex structure, rather than going through the standard WKB approximation. This aspect is still incomplete, but I will explain the general approach.
Seminar by Lucas Fabian
Seminar by Lucas Fabian
Talk time and date:
March 20th at 1:30 AM in Nicholson 241
Title: Entanglement production at parametric resonance
Abstract: The most prominent example in cosmology is the reheating phase where one couples a test scalar matter field to the inflaton field treated as a classical source. Our result is a generic theorem stating that the entanglement entropy associated to a detector grows linearly in time with a slope given by the Floquet exponents associated to resonant modes.
Monday, January 9, 2017
Seminar by Alec Yonika
Talk time and date:
Jan 11th at 11:30 AM in Nicholson 241
Title: Numerical Analysis of the Schwarzschild Interior
Abstract: Loop quantum cosmology (LQC) is a theory attempting to unite the fields of quantum theory and general relativity. In these unification attempts, LQC takes the continuous spacetime of general relativity and makes it discrete. This discretization yields some interesting results; namely, the emergence of finite-difference (FD)
equations where partial difference equations usually present. FD
equations present some opportunities for analysis that are not normally present. This opportunity is that of numerical analysis. Largely, numerical analysis of LQC schemes has been ignored. To rectify this, we present a method of analyzing LQC schemes. We take the example of the scheme presented in Corichi and Singh [1]. However, the methods presented herein may be used in the general case.
Monday, November 14, 2016
Talk by Wolfgang Wieland
Speaker: Wolfgang Wieland, Perimeter Institute
Place: 241 Nicholson
Date: Wednesday November 16th
Time: 11am
Title: Discrete Gravity as a topological field theory with defects
Abstract:
I give a proposal for discrete GR (as a field theory) in terms of self-dual variables. The manifold is spilt into four-dimensional regions, which are flat or constantly curved inside. The boundary of every such four-cell is a three-surface, which is taken to be null. The contribution to the action from the four-cells is trivial, only the internal three-boundaries and two-dimensional corners contribute non-trivially. Finding the right dynamics boils then down to finding the right boundary term. On a null surface, the natural such boundary term is built from a spinor and a spinor-valued two-form, which are canonically conjugate to each other. I discuss the relevance of the model for non-perturbative approaches to quantum gravity, such as loop quantum gravity, where similar variables have recently appeared as well. The talk is based on the paper: arXiv:1611.02784
Place: 241 Nicholson
Date: Wednesday November 16th
Time: 11am
Title: Discrete Gravity as a topological field theory with defects
Abstract:
I give a proposal for discrete GR (as a field theory) in terms of self-dual variables. The manifold is spilt into four-dimensional regions, which are flat or constantly curved inside. The boundary of every such four-cell is a three-surface, which is taken to be null. The contribution to the action from the four-cells is trivial, only the internal three-boundaries and two-dimensional corners contribute non-trivially. Finding the right dynamics boils then down to finding the right boundary term. On a null surface, the natural such boundary term is built from a spinor and a spinor-valued two-form, which are canonically conjugate to each other. I discuss the relevance of the model for non-perturbative approaches to quantum gravity, such as loop quantum gravity, where similar variables have recently appeared as well. The talk is based on the paper: arXiv:1611.02784
Subscribe to:
Posts (Atom)



