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ep7 - Jean-Jacques Slotine: Sliding, nonlinear and adaptive control, contraction theory, complex networks, optimization, and machine learning

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Is It Possible to Build Lyapunov-Like Functions?

The idea of contraction is that small disturbances or initial conditions are asymptotically forgotten. The way it's defined, it's a concept that is defined in terms of the differential dynamics. So it's very much Riemann coming to help to build Lyapunov like functions.

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