Pages that link to "Item:Q2635667"

The following pages link to Supersymmetric gauge theories on five-manifolds (Q2635667):

Displaying 22 items.

• Five-dimensional topologically twisted maximally supersymmetric Yang-Mills theory (Q302629) (← links)
• Supersymmetric completion of Gauss-Bonnet combination in five dimensions (Q302790) (← links)
• Five-brane superpotentials, blow-up geometries and \(SU(3)\) structure manifolds (Q457363) (← links)
• Five-dimensional cohomological localization and squashed \(q\)-deformations of two-dimensional Yang-Mills theory (Q783840) (← links)
• 5d partition functions with a twist (Q1635155) (← links)
• Topologically twisted indices in five dimensions and holography (Q1635222) (← links)
• Supersymmetric solutions to Euclidean Romans supergravity (Q1638290) (← links)
• Supersymmetric Yang-Mills theory on conformal supergravity backgrounds in ten dimensions (Q1638403) (← links)
• A note on instanton operators, instanton particles, and supersymmetry (Q1638658) (← links)
• Romans supergravity from five-dimensional holograms (Q1651084) (← links)
• Spheres, charges, instantons, and bootstrap: a five-dimensional odyssey (Q1750967) (← links)
• Bianchi identities for an \(N=2\), \(d=5\) supersymmetric Yang-Mills theory on the group manifold (Q1816951) (← links)
• Instantons, symmetries and anomalies in five dimensions (Q2032580) (← links)
• 5d superconformal field theories and graphs (Q2185545) (← links)
• Exact results for 5d SCFTs of long quiver type (Q2292489) (← links)
• Supersymmetry anomalies in new minimal supergravity (Q2332202) (← links)
• Classifying solutions to Romans supergravity with a zero B-field (Q2332254) (← links)
• 5D super Yang-Mills on \(Y^{p,q}\) Sasaki-Einstein manifolds (Q2514216) (← links)
• Rigid supersymmetry from conformal supergravity in five dimensions (Q2635852) (← links)
• On rigid supersymmetry and notions of holomorphy in five dimensions (Q2636081) (← links)
• Partition functions and fibering operators on the Coulomb branch of 5d SCFTs (Q2696769) (← links)
• From 5d flat connections to 4d fluxes (the art of slicing the cone) (Q6083852) (← links)