Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
Wolfram`QuantumFramework`
QuantumCircuitOperator  |
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Details and Options
Examples
(29)
Basic Examples
(4)
Create a quantum circuit composed of only single qubit gates:
In[71]:=
qc=
["X"],
["Y",{2}];
 | QuantumCircuitOperator |
 | QuantumOperator |
| QuantumOperator |
Draw the associated circuit diagram:
In[72]:=
qc["Diagram"]
Out[72]=
Note the above circuit has a shorthand representation, too:
In[73]:=
 | QuantumCircuitOperator |
Out[73]=
Another shorter version of input, to create above circuit:
In[74]:=
QuantumShortcut@qc
Out[74]=
{X{1},Y{2}}
Create a circuit with multi-qubit gates:
In[1]:=
qc=
["CNOT"],
["H"{1,2}];
| QuantumCircuitOperator |
| QuantumOperator |
| QuantumOperator |
Associated circuit diagram:
In[2]:=
qc["Diagram"]
Out[2]=
The above circuit has a shorthand representation, too:
In[3]:=
| QuantumCircuitOperator |
Out[3]=
True
The dashed line between two Hadamards imply that they are defined as tensor product, although they are separable. Compared it with this case:
In[4]:=
| QuantumCircuitOperator |
Out[4]=
A quantum state is transformed by a quantum circuit
In[1]:=
| QuantumCircuitOperator |
| QuantumState |
Out[1]=
QuantumState
 |  |
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If no input is given, the initial state is set as the corresponding register state
In[2]:=
| QuantumCircuitOperator |
Out[2]=
QuantumState
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Quantum circuit can include many quantum objects:
In[1]:=
qc=
["Bell","Label""Bell"],"XY",{"C","RY"[π/4]},"BitFlip"[.3],"H"2,{1},{2};qc["Diagram"]
| QuantumCircuitOperator |
| QuantumState |
Out[1]=
In[2]:=
qc[]["ProbabilityPlot"]
Out[2]=
Scope
(16)
Generalizations & Extensions
(4)
Applications
(5)
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