49 citations · 155 across the 8 of their papers we have counts for
8 papers
Simple-Sum Giant Graviton Expansions for Orbifolds and Orientifolds
Shota Fujiwara, Yosuke Imamura, Tatsuya Mori +2
We study giant graviton expansions of the superconformal index of 4d orbifold/orientifold theories. In general, a giant graviton expansion is given as a multiple sum over wrapping…
Schur-like index of the Klebanov-Witten theory via the AdS/CFT correspondence
Shota Fujiwara
We calculate an unrefined limit of the superconformal index (the Schur-like index) of the Klebanov-Witten theory from the dual AdS side by using the recently developed giant gravit…
Flavor symmetries of six-dimensional theories from AdS/CFT correspondence
Shota Fujiwara, Yosuke Imamura, Tatsuya Mori
We calculate the superconformal indices of a class of six-dimensional superconformal field theories realized on M5-branes at singularit…
Finite- corrections to the M-brane indices
Reona Arai, Shota Fujiwara, Yosuke Imamura +2
We investigate finite- corrections to the superconformal indices of the theories realized on M2- and M5-branes. For three-dimensional theories realized on a stack of M2-bran…
Schur index of the SYM via the AdS/CFT correspondence
Reona Arai, Shota Fujiwara, Yosuke Imamura +1
We calculate the Schur index of the SYM with finite via the AdS/CFT correspondence as the contribution of D3-branes wrapped on contractible cycles in $\bold…
Finite corrections to the superconformal index of toric quiver gauge theories
Reona Arai, Shota Fujiwara, Yosuke Imamura +1
The superconformal index of quiver gauge theories realized on D3-branes in toric Calabi-Yau cones is investigated. We use the AdS/CFT correspondence and study D3-branes wrapped on…
Finite corrections to the superconformal index of orbifold quiver gauge theories
Reona Arai, Shota Fujiwara, Yosuke Imamura +1
We investigate the AdS/CFT correspondence for quiver gauge theories realized on D3-branes put on abelian orbifolds by using the superconformal index. We assume that on the gravity…
BPS Partition Functions for S-folds
Reona Arai, Shota Fujiwara, Yosuke Imamura
We derive a formula for the BPS partition functions of arbitrary S-fold theories. We first generalize the known result for the supersymmetric Yang-Mills theory…