Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
Wolfram`QuantumFramework`
QuantumWignerMICTransform [ ] |
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Details and Options
Examples
(2)
Basic Examples
(2)
MIC basis of a d-dimension has elements
2
d
In[1]:=
 | QuantumBasis |
Out[1]=
,,,
1
ℳ
1
1
ℳ
2
2
ℳ
1
2
ℳ
2
In[2]:=
| QuantumBasis |
Out[2]=
{|〉,|〉,|〉,|〉,|〉,|〉,|〉,|〉,|〉}
ℳ
1
ℳ
2
ℳ
3
ℳ
4
ℳ
5
ℳ
6
ℳ
7
ℳ
8
ℳ
9
Transform a random basis into MIC basis
In[1]:=
st=
["RandomPure"]
| QuantumState |
Out[1]=
QuantumState
| |
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In[2]:=
QuantumWignerMICTransform[st]
Out[2]=
QuantumState
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Show the formula in the MIC basis:
In[3]:=
%["Formula"]
Out[3]=
0.218027|+0.166599|+0.339418|+0.275955|
1
ℳ
1
1
ℳ
2
2
ℳ
1
2
ℳ
2
Transform back the state into computational basis
In[4]:=
QuantumWeylTransform[QuantumWignerMICTransform[st]]st
Out[4]=
True
""