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Torsion cosmology and beyond
Torsion is a popular ingredient in gravity, yet fraught with quantum and classical pathologies. I develop a novel torsion theory, consistent with power-counting and unitarity. The Friedmann equations emerge (with...
Dec 08, 2020
New Pathways to the Relic Abundance of Vector-Portal Dark Matter
In the conventional weakly-interacting massive particle (WIMP) paradigm the late-time density of dark matter (DM) is set by the rate of two-body annihilations, but there has been considerable recent interest...
Dec 08, 2020
Lattice homotopy: the physics of moving things around and calling them the same
While the concept of topology is often introduced by contrasting oranges with bagels, the idea of topologically distinct quantum phases of matter is far more abstract. In this talk, we...
Feb 25, 2020
New Perspectives from Gravity's Extremes
Beginning with the landmark gravitational wave detections by LIGO/Virgo, we have been gaining an unprecedented view of the dynamics of strongly curved spacetime originally predicted by Einstein. Enabling and motivated...
Feb 26, 2020
3d A-twist and analytic continuation of path integrals II
3d A-twist and analytic continuation of path integrals II
Feb 27, 2020
Coordinate Charts on Character Varieties via Non-abelianization
Classical work by Thurston in the theory of surfaces gives symplectic co-ordinate charts on Teichmüller space, associated to quadratic differentials. Motivated by wall crossing in 4d field theories Gaiotto, Moore...
Feb 27, 2020
Deep neural networks beyond the limit of infinite width
A scientific understanding of modern deep learning is still in its early stages. As a first step towards understanding the learning dynamics of neural networks, one can simplify the problem...
Feb 28, 2020
Precision microstate counting of AdS black hole entropy
I will describe how within eleven dimensional supergravity one can compute the logarithmic correction to the Bekenstein-Hawking entropy of certain magnetically charged asymptotically AdS_4 black holes with arbitrary horizon topology...
Mar 03, 2020
On the tensor product structure of general covariant systems
Defining a generic quantum system requires, together with a Hilbert space and a Hamiltonian, the introduction of an algebra of observables, or equivalently a tensor product structure. Assuming a background...
Mar 03, 2020