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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 8:37
professionalJeremy Falcon3-Aug-14 8:37 
GeneralRe: Quantum computers and qubits revisited.... Pin
Michael Gazonda3-Aug-14 10:08
professionalMichael Gazonda3-Aug-14 10:08 
GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 10:19
professionalJeremy Falcon3-Aug-14 10:19 
GeneralRe: Quantum computers and qubits revisited.... Pin
Member 41945933-Aug-14 8:10
Member 41945933-Aug-14 8:10 
GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 8:14
professionalJeremy Falcon3-Aug-14 8:14 
GeneralRe: Quantum computers and qubits revisited.... Pin
Member 41945933-Aug-14 8:28
Member 41945933-Aug-14 8:28 
GeneralRe: Quantum computers and qubits revisited.... Pin
PhilipOakley3-Aug-14 9:05
professionalPhilipOakley3-Aug-14 9:05 
GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 9:08
sitebuilderAndy Brummer3-Aug-14 9:08 
It's more complicated than 3 states. The closest analogy would be a probability that the result is true or false. For that you need 2 numbers P(true) and P(false) with the constraint that P(true)+P(false)=1 and both are between 0 and 1. To read the result of a calculation, you run the program a large number of times and record the results and then use the average to figure out what P(true) and P(false) are.

But these are qubits, and so instead of P(true) and P(false) being normal numbers, they are complex numbers. This means that you can have P(true) = i. However when you measure the result, you will only get the absolute value of the result, so for that case P(true) = i is equivlelent to it being 1.

However, quantum calculations are not measurements, so if you have a bunch of qubits together, you can run quantum algorithms where the imaginary parts matter. Because of that you can run a bunch of calculations at the same time on the set of qubits, just like a particle can be at many places at the same time. For example, you can calculate multiple factors of a number all at the same time. As measurement is limited to probabilities though, you have to do it a number of times and average to find out what the result was.

Curvature of the Mind now with 3D


GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 9:20
professionalJeremy Falcon3-Aug-14 9:20 
GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 9:34
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 9:45
professionalJeremy Falcon3-Aug-14 9:45 
GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 10:15
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 10:26
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GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 10:44
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 10:54
professionalJeremy Falcon3-Aug-14 10:54 
GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 11:00
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon9-Aug-14 11:57
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GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer9-Aug-14 16:47
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon9-Aug-14 22:02
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 9:22
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GeneralRe: Quantum computers and qubits revisited.... Pin
Andy Brummer3-Aug-14 9:36
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GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 9:46
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GeneralRe: Quantum computers and qubits revisited.... Pin
harold aptroot3-Aug-14 9:31
harold aptroot3-Aug-14 9:31 
GeneralRe: Quantum computers and qubits revisited.... Pin
Jeremy Falcon3-Aug-14 9:33
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GeneralRe: Quantum computers and qubits revisited.... Pin
Marc Clifton3-Aug-14 10:37
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