Since my graduate notes are presently inaccessible, I will likely have some errors in what I am about to write. IIUC, we can use S's eqn with known boundary conditions to calculate the wf for a particular system. This wf is a mathematical function. Then, to get a probability for measuring a particular eigenvalue, we must take the inner product of this function with another function, the superposition of states, to get a real value less than one. But since this superposition has unknown, complex, multiplicative factors for each eigenfunction in its sum, how can we get a probability value from this procedure? How can the possible eigenvalues be determined? What is my misconception in the process of calculating probabilities in QM? TY, AG
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