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11/07/2022, 14:30
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Dima Chicherin, Simone Zoia12/07/2022, 10:30
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Jonah Stalknecht13/07/2022, 10:30
Recently it has become apparent that there is a close connection between two modern descriptions of scattering amplitudes, the CHY formalism and the framework of positive geometries. This connection is facilitated by calculatingpushforwards through the scattering equations. To further investigate this remarkable connection, we develop tools to calculate these pushforwards without the need to...
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Karol Kampf14/07/2022, 10:30
Abstract: We know that infrared dynamics is connected with symmetry. We usually assume that the symmetry is considered primary and the corresponding properties as soft theorems are only secondary. I will demonstrate how fruitful can be the opposite perspective. A brief discussion on the classification of "interesting" theories using the so-called soft bootstrap methods will be given. It...
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14/07/2022, 18:00
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18/07/2022, 14:15
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Meeting-ID: 623 6399 0014 Kenncode: 876549, Nima Arkani-Hamed18/07/2022, 14:45
Meeting-ID: 623 6399 0014
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Kenncode: 876549
https://tum-conf.zoom.us/s/62363990014 -
https://www.mpp.mpg.de/en/physics-for-everyone/what-holds-the-world-together18/07/2022, 19:00
Prof. Nima Arkani-Hamed, world-renowned theoretical physicist from the Institute for Advanced Study (IAS), Princeton, and Prof. Armin Nassehi, famous sociologist from LMU München, give answers to this question – and a glimpse into the future of science. First Arkani-Hamed will give an insight into the evolution of fundamental physics by presenting „The end of space-time“. Nassehi will then...
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Giulio Salvatori19/07/2022, 10:30
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Lance Dixon20/07/2022, 10:30
I describe a new duality which relates the MHV 6-point scattering amplitude to the 3-point form factor of the chiral stress tensor operator in planar N=4 super-Yang-Mills theory. A bizarre aspect of the duality is its reversal of the order of letters in the symbol (the antipode map). The duality also features a kinematic map from the parity-invariant slice of 6-point kinematics to full form...
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Anna-Laura Sattelberger21/07/2022, 10:30
We study vector spaces associated to a family of generalized Euler integrals, as which also Feynman integrals can be understood. Those vector spaces have been investigated using tools from homological algebra and the theory of D-modules. The methods are ranging from Bernstein-Sato operators to de Rham cohomology up to hypergeometric systems. Based on ongoing work with Daniele Agostini, Claudia...
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21/07/2022, 18:00
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Matthias Wilhelm22/07/2022, 10:30
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25/07/2022, 14:30
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Hofie Hannesdottir26/07/2022, 10:30
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27/07/2022, 06:30
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Sebastian Mizera28/07/2022, 10:30
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28/07/2022, 17:30
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Yangrui Hu02/08/2022, 10:30
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Paolo Benincasa03/08/2022, 10:30
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Martin Lagares04/08/2022, 10:30
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04/08/2022, 17:00
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