4 papers
Higher-rank sectors in the hexagon formalism and marginal deformations
Burkhard Eden, Dennis le Plat, Anne Spiering
The hexagon approach provides an integrability framework for the computation of structure constants in super Yang--Mills theory in four dimensions. Three-point func…
Quantum Chaos in Perturbative super-Yang-Mills Theory
Tristan McLoughlin, Raul Pereira, Anne Spiering
We provide numerical evidence that the perturbative spectrum of anomalous dimensions in maximally supersymmetric SU(N) Yang-Mills theory is chaotic at finite values of N. We calcul…
One-Loop Non-Planar Anomalous Dimensions in Super Yang-Mills Theory
Tristan McLoughlin, Raul Pereira, Anne Spiering
We consider non-planar one-loop anomalous dimensions in maximally supersymmetric Yang-Mills theory and its marginally deformed analogues. Using the basis of Bethe states, we comput…
Nonlocal Symmetries and Factorized Scattering
Florian Loebbert, Anne Spiering
Conventionally, factorized scattering in two dimensions is argued to be a consequence of the conservation of local higher charges. However, integrability may well be realized via n…