The following pages link to Lie Theory for Quantum Control (Q3542475):
Displaying 15 items.
- SKRYN: a fast semismooth-Krylov-Newton method for controlling Ising spin systems (Q311619) (← links)
- A reduced complexity MIN-plus solution method to the optimal control of closed quantum systems (Q481002) (← links)
- Optimal control methods for quantum gate preparation: a comparative study (Q670035) (← links)
- Lie-semigroup structures for reachability and control of open quantum systems: Kossakowski-Lindblad generators form Lie wedge to Markovian channels (Q963208) (← links)
- Structural decomposition for quantum two-level systems (Q2173922) (← links)
- Measurement-induced Boolean dynamics and controllability for closed quantum networks (Q2174007) (← links)
- Efficient realization of unitary transformation at the quantum speed limit (Q2190563) (← links)
- On the universality of the quantum approximate optimization algorithm (Q2681661) (← links)
- Symmetry principles in quantum systems theory (Q2851787) (← links)
- Quantum optimal control using the adjoint method (Q2852190) (← links)
- Hamiltonian purification (Q3463244) (← links)
- GRADIENT FLOWS FOR OPTIMIZATION IN QUANTUM INFORMATION AND QUANTUM DYNAMICS: FOUNDATIONS AND APPLICATIONS (Q3585134) (← links)
- Identification of dynamical Lie algebras for finite-level quantum control systems (Q4545314) (← links)
- A method for solving exact-controllability problems governed by closed quantum spin systems (Q5266161) (← links)
- Quantum subspace controllability implying full controllability (Q6650597) (← links)
