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Discretizing a 1D quantum harmonic oscillator, finding eigenvalues
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[QUOTE="JTFreitas, post: 6568375, member: 576065"] Of course, this makes a lot of sense. It's been a minute since I've done linear algebra for real, so I forget the eigenvectors pertain to how the matrix is structured. And this was the one thing I was missing. For some reason I was thinking each energy state had a different wave function, and not of different projections of the wave function itself. (Is this correct?) Anyway, thank you so much for your answers, they really helped me understand how to get this done! [/QUOTE]
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Discretizing a 1D quantum harmonic oscillator, finding eigenvalues
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