Scrambling in Yang-Mills Theory

Date: 
01/27/2021 - 12:00pm
Location: 
zoom
Speaker(s) / Presenter(s): 
Robert De Mello Koch
We study operators with a bare dimension that grows as N^2 in the large N limit. These operators are labeled by a Young diagram with p long rows, as well as a graph, with p nodes. The dilatation operator describing the mixing of these operators defines a Hamiltonian for excitations hopping on this graph. The scrambling and equilibration of the resulting dynamics is studied. 
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