Proof of 5D $A_n$ AGT conjecture at $β=1$

In this paper, we give a proof of 5D $A_{n}$ AGT conjecture at $β = 1$ , where the gauge theory side is one dimension higher than the original 4D case, and corresponds to the q-deformation of the 2D conformal field theory side. We define a q-deformed $A_{n}$ Selberg integral, which generalizes the $A_{n}$ Selberg integral and the q-deformed $A_{1}$ Selberg integral in the literature. A q-deformed $A_{n}$ Selberg average formula with $n + 1$ Schur polynomials is proposed and proved to complete the proof.

Proof of 5D $A_{n}$ AGT conjecture at $β = 1$

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Proof of 5D $A_{n}$ AGT conjecture at $β = 1$

文献摘要

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Proof of 5D AnAn​ AGT conjecture at β=1β=1

文献摘要

讨论

|讲解博客

|AI智能校验

Proof of 5D AnAn​ AGT conjecture at β=1β=1

文献摘要

讨论

|讲解博客

|AI智能校验

Proof of 5D $A_{n}$ AGT conjecture at $β = 1$

讲解博客

AI智能校验

Proof of 5D $A_{n}$ AGT conjecture at $β = 1$

讲解博客

AI智能校验