Comments about "Qubit" in Wikipedia
This document contains comments about the article https://en.wikipedia.org/wiki/Qubit in Wikipedia
- The text in italics is copied from that url
- Immediate followed by some comments
In the last paragraph I explain my own opinion.
Contents
Reflection
Introduction
The article starts with the following sentence.
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1 Etymology
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2 Bit versus qubit
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A binary digit, characterized as 0 or 1, is used to represent information in classical computers.
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The importance is that a bit is either true or false.
If you ask a farmer how many cows he has and his answer his 5 than you need 3 bits to store that value. That is straight forward.
What is important when you measure these 3 bits each time the answer is the same i.e. 5
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There are two possible outcomes for the measurement of a qubit—usually taken to have the value "0" and "1", like a bit or binary digit.
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This sentence is not clear.
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However, whereas the state of a bit can only be either 0 or 1, the general state of a qubit according to quantum mechanics can be a coherent superposition of both.
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Quantum mechanics has nothing to do with this.
What you have is a physical 'object' and when you perform a measurement in certain cases the outcome is a "0" and in other cases you get a "1".
This implies that before you perform a measurement the object is in superposition of both states.
The question to answer is what are the physical pecularities of this 'object'. 8 Physical implementations
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3 Standard representation
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4 Qubit states
- A pure qubit state is a coherent superposition of the basis states. This means that a single qubit can be described by a linear combination of
- |phi> = a|0> + ß|1>
where a and ß are the probability amplitudes, that are both complex numbers.
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This seems easy, but it is in reality very complex, because complex numbers are in some way or another involved. See also next sentence
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When we measure this qubit in the standard basis, according to the Born rule, the probability of outcome |0> with value "0" is | a |^ 2 or alpha^2 and the probability of outcome |1> with value "1" is | ß |^2 or |beta|^2
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4.1 Bloch sphere representation
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4.2 Mixed state
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5 Operations on qubits
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6 Quantum entanglement
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6.1 Controlled gate to construct the Bell state
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6.2 Applications
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7 Quantum register
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7.1 Qudits and qutrits
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8 Physical implementations
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9 Qubit storage
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10. See also
Following is a list with "Comments in Wikipedia" about related subjects
Reflection 1 - Physical
A clasical Qubit is a very simple physical object. . It has two physical states which are stable and the state is either defined 0 or 1. Stable in this sense means the physical state does not change if there is no extra 'outside' influence. In the normal operation is not the case because the state of a computer changes accordingly to the requests initiated by a program.
A Quantum Qubit is a very complex physical object. because the state depends about the physics of the material that it is made of and can have any value, however, I expect in reality only a limited number.
Reflection 2
Reflection 3
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Created: 2 March 2019
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