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Q3mini

Guides

  • Fermionic Quantum Computation
  • Q3: Symbolic Quantum Simulation
  • Quantum Information Systems
  • Quantum Many-Body Systems
  • Quantum Spin Systems

Tech Notes

  • About Q3
  • Q3: Quick Start
  • Quantum Fourier Transform
  • Quantum Information Systems with Q3
  • Quantum Many-Body Systems with Q3
  • Quantum Operations
  • Quantum Spin Systems with Q3
  • Quantum States
  • Quantum Teleportation
  • Quick Quantum Computing with Q3

Symbols

  • Basis
  • Boson
  • Bra
  • CNOT
  • ControlledGate
  • ExpressionFor
  • Fermion
  • Heisenberg
  • Ket
  • Let
  • Majorana
  • Matrix
  • Multiply
  • NambuGreen
  • NambuHermitian
  • NambuMatrix
  • NambuUnitary
  • Pauli
  • Phase
  • QuantumCircuit
  • Qubit
  • Qudit
  • RandomWickCircuitSimulate
  • Rotation
  • Species
  • Spin
  • SWAP
  • WickCircuit
  • WickEntanglementEntropy
  • WickEntropy
  • WickGreenFunction
  • WickJump
  • WickLindbladSolve
  • WickLogarithmicNegativity
  • WickMeasurement
  • WickMonitor
  • WickMutualInformation
  • WickNonunitary
  • WickSimulate
  • WickState
  • WickUnitary

Overviews

  • The Postulates of Quantum Mechanics
  • Quantum Algorithms
  • Quantum Computation: Models
  • Quantum Computation: Overview
  • Quantum Error-Correction Codes
  • Quantum Information Theory
  • Quantum Noise and Decoherence
QuantumMob`Q3mini`
Let
​
Let
[species,
symbol
1
,
symbol
2
,…]
or
Let
[species,{
symbol
1
,
symbol
2
,…}]
​ assigns a special attribute
species
to symbols
symbol
1
,
symbol
2
,…
.
​
Details and Options

Examples  
(1)
Basic Examples  
(1)
In[1]:=
Let[Species,w]
In[2]:=
Kind[w]
Out[2]=
Species
In[3]:=
Conjugate[w[2]]
Out[3]=
*
w
2
In[4]:=
ww=w@{1,2,3}
Out[4]=
{
w
1
,
w
2
,
w
3
}
In[5]:=
Let[Qubit,S]
In[6]:=
SS=S[{1,2,3},1]
Out[6]=

x
S
1
,
x
S
2
,
x
S
3

In[7]:=
Kind[SS]
Out[7]=
{Qubit,Qubit,Qubit}
In[8]:=
S[1,1]**S[1,2]
Out[8]=

z
S
1
SeeAlso
Species
 
▪
Complex
 
▪
Integer
 
▪
Real
 
▪
Qubit
 
▪
Qudit
 
▪
Spin
 
▪
Boson
 
▪
Fermion
 
▪
Heisenberg
 
▪
Majorana
TechNotes
▪
Quantum Information Systems with Q3
▪
Quantum Spin Systems with Q3
▪
Quantum Many-Body Systems with Q3
▪
Q3: Quick Start
RelatedGuides
▪
Q3: Symbolic Quantum Simulation
▪
Quantum Information Systems
▪
Quantum Spin Systems
▪
Quantum Many-Body Systems
RelatedLinks
▪
Mahn-Soo Choi (2022)
, A Quantum Computation Workbook (Springer).
""

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