Using the superconformal indices techniques, we construct new interesting conjectures for the elliptic hypergeometric integral identities based on the exceptional groups $G_2$ and $F_4$. These identities arise from $S$-dualities for $\mathcal{N}=4$ supersymmetric Yang-Mills theories with $G_2$ and $F_4$ gauge groups
In this thesis, we investigate four dimensional supersymmetric indices. The motivation for studying ...
An exact formula for partition functions in 3d field theories was recently suggested by Jafferis, an...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
We consider Seiberg electric-magnetic dualities for 4d $\mathcal{N}=1$ SYM theories with SO(N) gauge...
We consider Seiberg electric-magnetic dualities for four-dimensional $\mathcal{N}=1$ SYM theories wi...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
Abstract We systematically study various sub-leading structures ...
AbstractFollowing a recent work of Dolan and Osborn, we consider superconformal indices of four-dime...
We study a set of four-dimensional N=2 superconformal field theories (SCFTs) ^Γ(G) labeled by a pair...
We study a superconformal index for N = 4 super Yang-Mills on S1×S3 with a half BPS duality domain w...
AbstractWe introduce several new identities combining basic hypergeometric sums and integrals. Such ...
We introduce several new identities combining basic hypergeometric sums and integrals. Such identiti...
We introduce several new identities combining basic hypergeometric sums and integrals. Such identiti...
In this thesis, we investigate four dimensional supersymmetric indices. The motivation for studying ...
An exact formula for partition functions in 3d field theories was recently suggested by Jafferis, an...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
We consider Seiberg electric-magnetic dualities for 4d $\mathcal{N}=1$ SYM theories with SO(N) gauge...
We consider Seiberg electric-magnetic dualities for four-dimensional $\mathcal{N}=1$ SYM theories wi...
We give a full list of known supersymmetric quantum field theories related by the Seiberg duality co...
Abstract We systematically study various sub-leading structures ...
AbstractFollowing a recent work of Dolan and Osborn, we consider superconformal indices of four-dime...
We study a set of four-dimensional N=2 superconformal field theories (SCFTs) ^Γ(G) labeled by a pair...
We study a superconformal index for N = 4 super Yang-Mills on S1×S3 with a half BPS duality domain w...
AbstractWe introduce several new identities combining basic hypergeometric sums and integrals. Such ...
We introduce several new identities combining basic hypergeometric sums and integrals. Such identiti...
We introduce several new identities combining basic hypergeometric sums and integrals. Such identiti...
In this thesis, we investigate four dimensional supersymmetric indices. The motivation for studying ...
An exact formula for partition functions in 3d field theories was recently suggested by Jafferis, an...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...