18 citations · 58 across the 13 of their papers we have counts for
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The index from a nonpoint and RG flows
Monica Jinwoo Kang, Craig Lawrie, Jaewon Song
We extend the algebro-geometric construction of bifiltered affine schemes that encode both the Higgs branch and the Macdonald index of 4d superconformal field theor…
Constraints on four-party entanglement in holography
Vijay Balasubramanian, William K. L. Chan, Monica Jinwoo Kang +2
We show that in pure time-reflection-symmetric holographic states several known four-party entanglement signals vanish unless the triple information is non-zero. In this sens…
Algebro-geometric bootstrapping from OPE decoupling
Monica Jinwoo Kang, Craig Lawrie, Jaewon Song
We conjecture that decoupling relations in the operator product expansion of a 4d superconformal field theory (SCFT) are encoded by an algebro-geometric object: a b…
The topological life of Dynkin indices: universal scaling and matter selection
Mboyo Esole, Monica Jinwoo Kang
For simple, simply-connected compact Lie groups, Dynkin embedding indices obey a universal scaling law with a direct topological meaning. Given an inclusion ,…
Index from a point
Monica Jinwoo Kang, Craig Lawrie, Jaewon Song
We propose an algebro-geometric interpretation of the Schur and Macdonald indices of four-dimensional superconformal field theories (SCFTs). We conjecture that ther…
Generalized symmetry constraints on deformed 4d (S)CFTs
Monica Jinwoo Kang, Craig Lawrie, Ki-Hong Lee +1
We explore the consequence of generalized symmetries in four-dimensional superconformal field theories. First, we classify all possible supersymmetric gauge theorie…