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5d E_n Seiberg-Witten curve via toric-like diagram
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5d E_n Seiberg-Witten curve via toric-like diagram
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We consider 5d Sp(1) gauge theory with $E_{N_f+1}$ global symmetries based on toric(-like) diagram constructed from (p,q)-web with 7-branes. We propose a systematic procedure to compute the Seiberg-Witten curve for generic toric-like diagram. For $N_f=6,7$ flavors, we explicitly compute the Seiberg-Witten curves for 5d Sp(1) gauge theory, and show that these Seiberg-Witten curves agree with already known $E_{7,8}$ results. We also discuss a generalization of the Seiberg-Witten curve to rank-N cases.
Forward citations
Cited by 2 Pith papers
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Factorized Quantum Curves and Minuscule Vertices in 3D Duality Cascades with FI Parameters
Factorized quantum curves extend to FI parameters in 3D duality cascades, realizing Voronoi polytope vertices of exceptional root lattices as extremal brane configurations.
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Factorized Quantum Curves and Minuscule Vertices in 3D Duality Cascades with FI Parameters
Vertices of fundamental domains for del Pezzo quantum curves with FI parameters are realized as factorized curves from 5-branes dressed by FI parameters, matching minuscule weights.
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