… conformal bootstrap program for (2, 0) superconformal theories … Despite their increasingly
central role, the (2, 0) theories have … the (2, 0) theories may be a prime target for the conformal …

… In [7] the superconformal bootstrap equation (1.7) was used in … We use the superconformal
bootstrap equation (1.7) in order … of spin 0 (top) and spin 2 (bottom), for gauge groups SU(2) (…

… In the next sections we will study numerically the complete four-point function of two ˆB[3,0]
and two ˆB[0,3] operators, thanks to the chiral algebra we can compute the OPE coefficients …

Over the past 15 years, the numerical conformal bootstrap has become an indispensable
tool for studying strongly coupled conformal field theories in various dimensions. Reviewed …

… We show another example where numerical bootstrap allows us to determine the scaling …
For technical details of numerical bootstrap, we refer to [45]. The sharp spike at ∆σ ≈ 0.584 …

… bootstrap bounds will be strictly stronger than that of λ = 0. This is because the contribution
of a superconformal … be viewed as a limiting case of superconformal blocks with a non-BPS …

… for our purposes is the (3; 3)0 … superconformal primary of an N = 2 su(2)F flavor current
multiplet. In the language of [11] it is a Schur operator, and after the appropriate superconformal …

… superconformal field theories in three dimensions. We first derive the superconformal blocks
by analyzing the superconformal … , we can try to obtain the superconformal block of the (2,0) …

… 0 models, which have the enhanced O(N)×U(1) symmetry, come close to saturating the
bootstrap … at the interacting superconformal fixed point that has g1 = 0 and g2 = 0 and turns on a …

… superconformal theories in the presence of a defect from the point of view of the conformal
bootstrap… the boundary come in two families (B,+)k and (B,−)k with Dynkin labels given by {k,0,(…