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K. Ito, S. Koizumi, and T. Okubo, “Quantum Seiberg-Witten Curve and Universality in Argyres-Douglas Theories,” arXiv:1903.00168 [hep-th]
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2019

Argyres-Douglas theories and Liouville Irregular States

Nishinaka, Takahiro, Uetoko, Takahiro

Understand

We study irregular states of rank-two and three in Liouville theory, based on an ansatz proposed by D.

Gaiotto and J.
Teschner.
Using these irregular states, we evaluate asymptotic expansions of irregular conformal blocks corresponding to the partition functions of $(A_1,A_3)$ and $(A_1,D_4)$ Argyres-Douglas theories for general $\Omega$-background parameters.