Abstract: We provide the geometrical meaning of the N = 4 superconformal index. With this interpretation, the N = 4 superconformal index can be realized as the partition function on a Scherk-Schwarz deformed background. We apply the localization method in TQFT to compute the deformed partition function since the deformed action can be written as a δ-exact form. The critical points of the deformed action turn out to be the space of flat connections which are, in fact, zero modes of the gauge field. The one-loop evaluation over the space of flat connections reduces to the matrix integral by which the N = 4 superconformal index is expressed
Abstract: We revisit the factorisation of supersymmetric partition functions of 3d N = 4 gauge theor...
We develop techniques for computing superconformal blocks in 4d superconformal field theories. First...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We investigate the superconformal index of four-dimensional N = 1 superconformal field theories that...
Recently a prescription to compute the four-dimensional N = 2 superconformal index in the presence o...
Abstract: We probe the 3d-3d correspondence for mapping cylinder/torus using the superconformal inde...
Recently there was a substantial progress in understanding of supersymmetric theories (in particular...
Recently there was a substantial progress in understanding of supersymmetric theories (in particular...
Recently a prescription to compute the four-dimensional N = 2 superconformal index in the presence o...
Abstract: We prove that 3d superconformal index for general N = 2 U(N) gauge group with fundamentals...
Abstract We use the exact-deconstruction prescription to lift various squashed-S 3 partition functio...
We compute the 4d superconformal index for N=1, 2 gauge theories on S1×L(p,1), where L(p,1) is a len...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We compute the 4d superconformal index for N=1, 2 gauge theories on S1×L(p,1), where L(p,1) is a len...
Abstract: We revisit the factorisation of supersymmetric partition functions of 3d N = 4 gauge theor...
We develop techniques for computing superconformal blocks in 4d superconformal field theories. First...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We investigate the superconformal index of four-dimensional N = 1 superconformal field theories that...
Recently a prescription to compute the four-dimensional N = 2 superconformal index in the presence o...
Abstract: We probe the 3d-3d correspondence for mapping cylinder/torus using the superconformal inde...
Recently there was a substantial progress in understanding of supersymmetric theories (in particular...
Recently there was a substantial progress in understanding of supersymmetric theories (in particular...
Recently a prescription to compute the four-dimensional N = 2 superconformal index in the presence o...
Abstract: We prove that 3d superconformal index for general N = 2 U(N) gauge group with fundamentals...
Abstract We use the exact-deconstruction prescription to lift various squashed-S 3 partition functio...
We compute the 4d superconformal index for N=1, 2 gauge theories on S1×L(p,1), where L(p,1) is a len...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...
We compute the 4d superconformal index for N=1, 2 gauge theories on S1×L(p,1), where L(p,1) is a len...
Abstract: We revisit the factorisation of supersymmetric partition functions of 3d N = 4 gauge theor...
We develop techniques for computing superconformal blocks in 4d superconformal field theories. First...
We present a trace formula for an index over the spectrum of four dimensional superconformal field t...