19 citations · 47 across the 6 of their papers we have counts for
7 papers · 1 filter
Graph Neural Networks for the Graphical Bootstrap
Rigers Aliaj, Gabriele Dian, Reza Doobary +1
We study a graph classification problem involving over 20 million graphs, arising from high-order perturbative computations of correlators in planar super-Yang--Mil…
Novel cluster-algebraic letters for 5- and 6-point QCD processes
Rigers Aliaj, Gabriele Dian, Georgios Papathanasiou
By breaking dual conformal invariance, we transform cluster-algebraic predictions for the alphabet of 9-point amplitudes in super Yang-Mills theory to analogous pre…
The two-loop Amplituhedron
Gabriele Dian, Elia Mazzucchelli, Felix Tellander
The loop-Amplituhedron is a semialgebraic set in the product of Grassmannians . Recently, many aspects of this geometry for…
The Geometry of Cosmological Correlators
Paolo Benincasa, Gabriele Dian
We provide a first principle definition of cosmological correlation functions for a large class of scalar toy models in arbitrary FRW cosmologies, in terms of novel geometries we n…
Geometrical aspects of Amplitudes and Correlators in N=4 SYM
Gabriele Dian
This thesis describes progresses made by the author and collaborators in the positive geometry description of superamplitudes and supercorrelators in planar N = 4 SYM.
Internal boundaries of the loop amplituhedron
Gabriele Dian, Paul Heslop, Alastair Stewart
The strict definition of positive geometry implies that all maximal residues of its canonical form are . We observe, however, that the loop integrand of the amplitude in pla…
Amplituhedron-like geometries
Gabriele Dian, Paul Heslop
We consider amplituhedron-like geometries which are defined in a similar way to the intrinsic definition of the amplituhedron but with non-maximal winding number. We propose that f…