University of Cambridge > > Applied and Computational Analysis Graduate Seminar > Theoretical and numerical analysis of quantum control algorithms

Theoretical and numerical analysis of quantum control algorithms

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We analyze Lyapunov stabilization of the Schrödinger equation for a coupling control operator containing both a bi-linear and a quadratic term. We show numerically that the contribution of the quadratic part cannot be exploited by standard Lyapounov techniques and propose two improvements: discontinuous feedback and periodic (time dependent) feedback. For both cases we present theoretical and numerical results

This talk is part of the Applied and Computational Analysis Graduate Seminar series.

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