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Exploring superconformal Yang-Mills theories through matrix Bessel kernels
Zoltan Bajnok, Bercel Boldis, Gregory P. Korchemsky
A broad class of observables in four-dimensional and superconformal Yang-Mills theories can be exactly computed for arbitrary 't Hooft coupling as F…
Solving four-dimensional superconformal Yang-Mills theories with Tracy-Widom distribution
Zoltan Bajnok, Bercel Boldis, Gregory P. Korchemsky
We study a special class of observables in and superconformal Yang-Mills theories which, for an arbitrary 't Hooft coupling constant , admit repres…
Dual overlaps and finite coupling 't Hooft loops
Tamas Gombor, Zoltán Bajnok
Integrable symmetric models have integrable boundaries with symmetries, which can be embedded into in two different ways. We dual…
New Integrable RG flows with Parafermions
Changrim Ahn, Zoltan Bajnok
We consider irrelevant deformations of massless RSOS scattering theories by an infinite number of higher TTbar_{s+1} operators which introduce extra non-trivial CDD factors between…
Wiener-Hopf solution of the free energy TBA problem and instanton sectors in the O(3) sigma model
Zoltán Bajnok, János Balog, István Vona
Perturbation theory in asymptotically free quantum field theories is asymptotic. The factorially growing perturbative coefficients carry information about non-perturbative correcti…
Tracy-Widom distribution in four-dimensional super-Yang-Mills theories
Zoltan Bajnok, Bercel Boldis, Gregory P. Korchemsky
Various observables in different four-dimensional superconformal Yang-Mills theories can be computed exactly as Fredholm determinants of truncated Bessel operators. We exploit this…