For a family of dense random graphs whose edges flip at an accelerated rate, the time-averaged graphon satisfies a large deviation principle with an explicit rate function, both in weak and cut-norm topologies.
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Large Deviations for Markovian Graphon Processes and Associated Dynamical Systems on Networks
For a family of dense random graphs whose edges flip at an accelerated rate, the time-averaged graphon satisfies a large deviation principle with an explicit rate function, both in weak and cut-norm topologies.