01Implement advanced methods like Floquet theory for periodic Hamiltonians and HEOM for non-Markovian dynamics.
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03Visualize quantum states via Bloch spheres, Wigner functions, and Fock distributions.
04Simulate closed and open quantum system dynamics using Schrödinger, Master, and Monte Carlo solvers.
05Calculate physical metrics such as expectation values, Von Neumann entropy, fidelity, and concurrence.
06Manipulate quantum objects including states (kets/bras), operators, and tensor products for composite systems.