EDITORS' SUGGESTION
A novel kind of generalized global symmetries is uncovered in a large class of familiar 3+1-dimensional gauge theories, including the free Maxwell theory and Yang-Mills gauge theories. These new symmetries, known as the non-invertible global symmetries, do not have inverses and thus go beyond the traditional paradigm of (anti-)unitary transformations. They are implemented by topological duality defects, generalizing the Kramers-Wannier duality defects in 1+1 dimensions. Remarkably, the existence of certain kinds of duality defects is intrinsically incompatible with a trivially gapped phase and hence gives new constraints on renormalization group flows.
Yichul Choi et al.
Phys. Rev. D 105, 125016 (2022)
EDITORS' SUGGESTION
Gravitating bodies are typically deformable and deviate from spherical symmetry and even axisymmetry. These deviations are encoded in the body’s so-called mass and current multipole moments. This paper studies leading corrections to binary dynamics when the compact objects involved have arbitrary mass quadrupole moments. These corrections are important in modeling waveforms and interpreting gravitational wave data.
Nicholas Loutrel, Richard Brito, Andrea Maselli, and Paolo Pani
Phys. Rev. D 105, 124050 (2022)