A new gradient-based quantum control algorithm propagates only a low-rank factorization of the density matrix, giving analytic gradients and quadratic speedups over full master-equation simulations for high-purity protocols.
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Analytic gradients for low-rank quantum optimal control
A new gradient-based quantum control algorithm propagates only a low-rank factorization of the density matrix, giving analytic gradients and quadratic speedups over full master-equation simulations for high-purity protocols.