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Integrable systems: From the ice rule to supersymmetric fishnet Feynman diagrams
Moritz Kade
This thesis examines the correspondence between models of statistical physics and Feynman graphs of quantum field theories (QFTs) by a common property: integrability. We review int…
The three-dimensional superfishnet theory
Moritz Kade
We propose a double-scaling limit of -deformed ABJM theory in three-dimensional superspace, and a non-local deformation thereof. Due to the regular appearance…
Supersymmetric brick wall diagrams and the dynamical fishnet
Moritz Kade, Matthias Staudacher
We consider the double scaling limit of -deformed planar N = 4 supersymmetric Yang-Mills theory (SYM), which has been argued to be conformal and integrable. It is a special poin…
Brick wall diagrams as a completely integrable system
Moritz Kade, Matthias Staudacher
We study the free energy of an integrable, planar, chiral and non-unitary four-dimensional Yukawa theory, the bi-fermion fishnet theory discovered by Pittelli and Preti. The typica…
Completing the eclectic flavor scheme of the orbifold
Alexander Baur, Moritz Kade, Hans Peter Nilles +2
We present a detailed analysis of the eclectic flavor structure of the two-dimensional orbifold with its two unconstrained moduli and as well as $\mathrm{SL}(…
Siegel modular flavor group and CP from string theory
Alexander Baur, Moritz Kade, Hans Peter Nilles +2
We derive the potential modular symmetries of heterotic string theory. For a toroidal compactification with Wilson line modulus, we obtain the Siegel modular group $\mathrm{Sp}(4,\…