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📚 Tensor product state spaces allow us to mathematically describe quantum systems of multiple degrees of freedom (e.g. particles moving in 3D, orbital and spin degrees of freedom, or multi-particle systems). In this video, we learn how we can build the eigenvalues and eigenstates of operators acting in tensor product state spaces without having to solve the full problem. Instead, these eigenvalues and eigenstates can be constructed by combining the eigenvalues and eigenstates associated with the individual state spaces making up the tensor product space.
⏮️ BACKGROUND
Eigenvalues and eigenstates: • Eigenvalues and eigens...
Tensor products: • Tensor product state s...
⏭️ WHAT NEXT?
3D quantum harmonic oscillator: • The 3D quantum harmoni...
Two interacting quantum particles: [COMING SOON]
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Director and writer: BM
Producer and designer: MC