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Abstract
摘要
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I give an overview of the Yangian symmetry of Feynman integrals. First I review the connection between AdS/CFT integrability and the Yangian symmetry of massless Feynman graphs. Exploiting the Yangian constraints, I discuss the idea to bootstrap Feynman integrals on different examples. Then I show that also in the massive case large classes of Feynman integrals are constrained by a Yangian extension of dual conformal symmetry. When translated to momentum space, this leads to a novel massive generalization of ordinary conformal symmetry. Finally, I argue that these features of massive Feynman integrals can be understood as the integrability of planar scattering amplitudes in a massive version of the fishnet theory, which is obtained as a double-scaling limit of N=4 super Yang-Mills theory on the Coulomb branch.
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