Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
Wolfram Quantum Computation Framework
The Wolfram Quantum Framework offers a novel and convenient approach to quantum computing research with Wolfram Notebooks. It provides a comprehensive set of modeling capabilities for simulating quantum computation, with full integration into Mathematica and Wolfram Language, and also interoperability with many external quantum platforms. Within Wolfram quantum framework, there exists a diverse collection of quantum objects, that fully describe quantum entities, such as quantum basis, state, operations, and processes. These objects can undergo transformations through some operations (for example, quantum state into a quantum measurement, by a measurement operator). Furthermore, their properties can be calculated using other functions (for example, quantum entanglement monotones for a quantum state). Computations can be done either symbolically, or numerically.
Basic Objects
— representation of a qudit name with formatting
— representation of a qudit basis
— representation of a quantum basis
— representation of a quantum state
— representation of a quantum operator
— representation of a quantum measurement operator
— representation of quantum measurement
Quantum Circuits
— representation of a quantum channel to describe noise
— representation of a quantum circuit
— multiway graph of a quantum circuit
— shorthand representation of operators or circuits
Quantum Functions
— distance between quantum states
— time evolution
QuantumMeasurementSimulation
— returns the MPS or MPO of a state or operator/circuit
— partial trace of a quantum state, operator or circuit with respect to subsystems
QuantumPartialTranspose
— estimating quantum state based on measurement results
— tensor product of quantum states, quantum bases, quantum operators, or quantum measurements
— discrete Wigner transform of a quantum state, operator or circuit
Entanglement
— determination of whether a part of quantum state is entangled with another part
— measure entanglement of a quantum state
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