A bstract We combine supersymmetric localization with the numerical conformal bootstrap to
bound the scaling dimension and OPE coefficient of the lowest-dimension unprotected …

A bstract We continue the investigation of large N QCD from a modern bootstrap
perspective, focusing on the mesons. We make the natural spectral assumption that the 2→ …

We use Fourier neural operators (FNOs) to study the relation between the modulus and
phase of amplitudes in 2→ 2 elastic scattering at fixed energies. Unlike previous …

We describe a new method for constraining Laplacian spectra of hyperbolic surfaces and 2-
orbifolds. The main ingredient is consistency of the spectral decomposition of integrals of …

A bstract We study the O (3) critical model and the free theory of a scalar triplet in the
presence of a magnetic impurity. We use analytic bootstrap techniques to extract results in …

A bstract We study Yang-Mills theory on four dimensional Anti-de Sitter space. The Dirichlet
boundary condition cannot exist at arbitrarily large radius because it would give rise to …

The combination of integrability and crossing symmetry has proven to give tight non-
perturbative bounds on some planar structure constants in $\mathcal {N} $= 4 SYM …

As a simple lattice model that exhibits a phase transition, the Ising model plays a
fundamental role in statistical and condensed matter physics. Its continuum limit also …

A bstract As a simple lattice model that exhibits a phase transition, the Ising model plays a
fundamental role in statistical and condensed matter physics. The Ising transition is realized …

A bstract We study conformal field theory in d= 1 space-time dimensions. We derive a
dispersion relation for the 4-point correlation function of identical bosons and fermions, in …