Lax operator and superspin chains from 4D CS gauge theory - IOPscience This site uses
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A bstract We study Bailey pairs construction for hyperbolic hypergeometric integral identities
acquired via the duality of lens partitions functions for the three-dimensional\(\mathcal {N}\) …

We study lens partitions functions for the three-dimensional $ N= 2$ supersymmetric gauge
theories on $ S_b^ 3/Zr $. We consider an equality as a new hyperbolic hypergeometric …

We study duality transformations of the star–square relation and the generalized star–
triangle relation for Ising-like lattice spin models. The lattice spin models are obtained via …

We consider two recent solutions of the generalized Faddeev–Volkov model, which is an
exactly solvable Ising-type lattice spin model. The first solution is obtained by using the …

We investigate the superconformal index of a three-dimensional $ SU (2) $${\mathcal N}=
2$ supersymmetric QCD with $ N_f= 4$ flavors. This theory confines with the breaking of a …

We study Bailey pairs construction for hyperbolic hypergeometric integral identities acquired
via the duality of lens partitions functions for the three-dimensional N= 2 supersymmetric …

The computation of the partition function of supersymmetric gauge theories on compact
manifolds can be reduced to matrix integrals by using the supersymmetric localization …

We use the elliptic interpolation kernel due to the second author to prove an $\mathrm {A} _n
$ extension of the elliptic Selberg integral. More generally, we obtain elliptic analogues of …

We discuss the process of Yang–Baxterization in representations of the braid group. We
discuss the role played by-CB algebras in Yang–Baxterization. We present diagrams …