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Re:Shor's Quantum Factoring Algorithm (2017) by kirrent on Monday June 22, 2020 @03:04AM (#23597910)
Just that if you have a quantum system, such as a qubit consisting of the |0> state and |1> state with a combination over the two (called a superposition) represented by a|0> + b|1> then a and b can be complex. This is in contrast to classical mechanics where, for example, pr(heads) and pr(tails) must both be real.

It's only once it comes to actually making a measurement that you need to get real again.

Re:Shor's Quantum Factoring Algorithm (2017) by Y_Y on Monday June 22, 2020 @04:42AM (#23598315)
Probabilities are also always real in quantum mechanics.