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en:quantum_registers [2021/01/15 18:08] jaddawyn |
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| If we would have two sources with two detectors, each qubit would be in the state seen in the previous chapter:\\ | If we would have two sources with two detectors, each qubit would be in the state seen in the previous chapter:\\ | ||
| ;#; | ;#; | ||
| - | <m 15> | + | <m 13> |
| ;#; | ;#; | ||
| But since we have a single source emitting two entangled qubits we have amplitudes on all possible result: | But since we have a single source emitting two entangled qubits we have amplitudes on all possible result: | ||
| ;#; | ;#; | ||
| - | <m 15> | + | <m 13> |
| ;#; | ;#; | ||
| And because Greek letters does not help to know the corresponding state we use only alpha with the state in little for amplitudes: | And because Greek letters does not help to know the corresponding state we use only alpha with the state in little for amplitudes: | ||
| ;#; | ;#; | ||
| - | <m 15> | + | <m 13> |
| ;#; | ;#; | ||
| And the associated matrix is: | And the associated matrix is: | ||
| ;#; | ;#; | ||
| - | <m 15>XXX</m> | + | <m 13>delim{[}{matrix{4}{1}{alpha_00 alpha_01 alpha_10 alpha_11}}{]}</m> |
| ;#; | ;#; | ||
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| * particles should not be considered as two separate objects but as one. | * particles should not be considered as two separate objects but as one. | ||
| - | It has been demonstrated that the two particles does not share the information at their start. Therefore they must exchange the information when measured by detectors. But that would mean that the information is transmitted faster than light. What is impossible according to Einstein' | + | In 80's, it has been demonstrated that the two particles does not share the information at their start. Therefore they must exchange the information when measured by detectors. But that would mean the information is transmitted faster than light. What is impossible according to Einstein' |
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| - | This mystery has not been solved and we still don't know how particles share amplitudes of probabilities. We will come back on this mystery later because it is fascinating. | + | This mystery has not been solved and we still don't know how particles share amplitudes of probabilities. We will come back on this mystery later because it is fascinating. It will also leads us to another big notion of quantum physics: **quantum teleportation**. |
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