We propose a Hamiltonian framework for constructing chiral
gauge theories on the lattice based on symmetry disentanglers:
constant-depth circuits of local unitaries that transform
not-on-site symmetries into on-site ones. When chiral symmetry can
be...
Continual improvements to our observational capabilities promise
a wealth of data from binary neutron star systems in the coming
years and decades, which will find broad applications across
several fields of physics. However, the current generation...
In this lecture, we establish the kinematic foundation of the
Geometric QCD theory by constructing the unique stable vacuum of
the loop equation. We demonstrate that the MM loop equation admits
a solution of the form $W[C] = W_{fluct}[C] \exp{-...
I will present and discuss new analytical solutions to high
eccentricity perturbed Keplerian orbits undergoing Kozai-Lidov
oscillations. In particular, I will show that the complex dynamics
of hierarchical few body stellar systems - can be reduced...
I will employ twistor string theory to construct a bulk dual of
N = 4 super Yang-Mills in the regime of weak 't Hooft coupling. I
will also discuss applications of this duality to the study of
scattering amplitudes, giant graviton correlators, and...
The ubiquity of substructures in protoplanetary discs has opened
debate regarding the alignment of planet formation timescales with
protostellar disc evolution. Under the hypothesis of the planetary
interpretation, a robust conclusion is that a...
For Pauli stabilizer codes—such as surface codes and color
codes—transversal logical gates are strongly constrained by the
Bravyi–König bound. In particular, implementing a non-Clifford gate
transversally (as required for universality) demands three...
Among many things, dark matter could be made of new fundamental
or composite particles, which may feebly interact with nuclei or
electrons (“baryons”), as well as with themselves. Cosmological
observables are a promising avenue to test such...
