Stand No. | Title | Name | Affiliation |
1 | One-loop amplitudes for N = 2 homogeneous supergravities | Maor Ben-Shahar | Uppsala University |
2 | The momentum amplituhedron | David Damgaard | LMU Munich |
3 | The Full Colour Two-Loop 5-pt All-Plus Helicity Gluon Amplitude using a 4D Unitarity Approach | John Henry Godwin | Swansea University |
4 | First result for a full five-gluon amplitude at two loops | Simone Zoia | Max Planck Institute for Physics |
5 | Analytic Form of Planar Two-Loop Five-Parton QCD Amplitudes from Numerical Unitarity | Vasily Sotnikov | Freiburg University |
6 | A family of two-loop non-planar master integrals for Higgs -> 3 partons with full heavy-quark mass dependence | Martijn Hidding | Trinity College Dublin |
7 | Exploring ziggurat graphs | Stefan Stanojevic | Brown University |
8 | Cluster Adjacency of Scattering Amplitudes | Jack Foster | University of Southampton |
9 | On the Homology of Feynman integrals | Andrzej Pokraka | McGill University |
10 | Asymptotic expansions through the loop-tree duality | Judith Plenter | IFIC-UV/CSIC |
11 | Heterotic and bosonic string amplitudes from scattering equations | Fei Teng | Uppsala University |
12 | Scattering Equations and Factorization of Amplitudes | Andreas Helset | Niels Bohr Institute |
13 | Positive Geometry of Massive Amplitudes and Beyond | Aidan Herderschee | University of Michigan |
15 | EM Duality in Born-Infeld Theories | Shruti Paranjape | University of Michigan |
16 | Born-Infeld at One Loop | Callum Jones | University of Michigan |
17 | The Rise of SMEFT On-shell Amplitudes | Rafael Aoude | JGU Mainz |
18 | The black hole S-matrix and classical potential | Jung-Wook Kim | Seoul National University |
19 | Integrability of Black Hole Orbits in N=8 Supergravity | Zahra Zahraee | McGill University |
21 | Scattering Amplitudes on the Celestial Sphere | Anders Schreiber | Brown University |
22 | QCD coherent eigenstates from asymptotic symmetries of YM theory | Riccardo Gonzo | Hamilton Mathematics Institute (TCD) |
23 | Kinematic Algebra for Next-to-MHV | Tianheng Wang | Humboldt University of Berlin |
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