Wolfram`QuantumFramework`
QuantumTensorProduct  | |
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Details and Options
Examples
(6)
Basic Examples
(4)
Compute the tensor product of two pure states:
In[1]:=
 | QuantumTensorProduct |
 | QuantumState |
| QuantumState |
Out[1]=
QuantumState
 |  |
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Construct the tensor product of two quantum bases:
In[1]:=
basis=
["PauliX"],
["PauliZ"]
 | QuantumTensorProduct |
| QuantumBasis |
| QuantumBasis |
Out[1]=
QuantumBasis
|  |
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In[2]:=
Normal/@basis["ElementAssociation"]
Out[2]=
0,-,0,,-,0,,0,0,,0,,,0,,0
ψ
x-
ψ
z-
1
2
1
2
ψ
x-
ψ
z+
1
2
1
2
ψ
x+
ψ
z-
1
2
1
2
ψ
x+
ψ
z+
1
2
1
2
Find the tensor product of two quantum operators:
In[1]:=
| QuantumTensorProduct |
| QuantumOperator |
| QuantumOperator |
Out[1]=
QuantumOperator
|  |
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Get the tensor product of two quantum measurement operator:
In[1]:=
| QuantumTensorProduct |
 | QuantumMeasurementOperator |
| QuantumMeasurementOperator |
Out[1]=
QuantumMeasurementOperator
|  |
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Scope
(1)
Applications
(1)
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