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1. Symmetry Principles in Quantum Systems Theory


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2. Controllability and Observability of Multi-Spin Systems: Constraints by Symmetry and by Relaxation


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3. Which Quantum Evolutions Can Be Reversed by Local Unitary Operations? Algebraic Classification and Gradient-Flow-Based Numerical Checks


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4. How to Transfer between Arbitrary $n$-Qubit Quantum States by Coherent Control and Simplest Switchable Noise on a Single Qubit


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5. Which Quantum Evolutions Can Be Reversed by Local Unitary Operations? Algebraic Classification and Gradient-Flow-Based Numerical Checks

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6. Exploiting Matrix Symmetries and Physical Symmetries in Matrix Product States and Tensor Trains


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7. Computations in Quantum Tensor Networks


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8. Controlling Several Atoms in a Cavity


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9. Illustrating the Geometry of Coherently Controlled Quantum Channels


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10. Least-Squares Approximation by Elements from Matrix Orbits Achieved by Gradient Flows on Compact Lie Groups


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