Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
Q3: Symbolic Quantum Simulation
Q3 is a symbolic quantum simulation framework written in the to help study , , and . It provides various tools and utilities for symbolic calculations and numerical simulations on these representative quantum systems.
Quantum Information Systems »
— Object representing quantum bits (qubits)
— Dirac's Ket notation for a quantum state
— Dirac's Bra notation for a quantum state in the dual space
— Constructs the standard basis
— Converts to the matrix representation of an operator expression
— Convert a matrix or vector representation into an operator or state-vector expression.
Quantum Many-Body Systems »
— Represents the Boson operators
— Represents the Fermion operators
— Represents the canonical operators
— Represents the Majorana Fermion operators
FockHopping
FockPairing
FockSpin
NormalOrder
Quantum Spin Systems »
— Represents a quantum spin (any angular momentum in general)
— Rotation operator in the spin space.
EulerRotation
WignerAdd
WignerAddZ
NineJSymbol
WignerEckart
WignerDistributionW
WignerDistributionC
Foundation of Q3
— Declares Species
— An operator or tensor quantity
NonCommutative
— Constructs the standard basis
— Converts to the matrix representation of an operator expression
— Convert a matrix or vector representation into an operator or state-vector expression.
Dagger
Supplement
SupplementBy
Common
CommonBy
Choices
Successive
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