Wolfram Quantum Computation Framework
The Wolfram Quantum Framework provides a new, higher-level way to conveniently pursue quantum computing research with Wolfram Notebooks. The Framework offers a general suite of modeling capabilities for simulating quantum computation, with full integration into Mathematica and Wolfram Language. Starting from discrete quantum mechanics, the Framework provides a high-level symbolic representation of quantum bases, states, and operators. The Framework can perform measurements and is equipped with various well-known states and operators, such as Bell states and Pauli operators. Using such simulation capabilities as a foundation, one can use the Framework to model quantum circuits and algorithms.
Basic Objects
— representation of a pure or mixed quantum state
— representation of a quantum operator
— representation of a quantum measurement operator
— representation of measurement distribution over measured states
Quantum Functions
— tensor product of discrete quantum states, quantum bases, quantum operators, or quantum measurements
— partial trace of a discrete quantum state with respect to subsystems
— distance metric between two discrete quantum states
Basis Manipulation
— representation of a qudit name with formatting
— representation of a qudit basis
— representation of a discrete quantum basis for a state or an operator
Entanglement
— determination of whether a part of a discrete quantum state is entangled with another part
— measure entanglement of a discrete quantum state
Quantum Circuits
— representation of a quantum circuit
— representation of a quantum channel
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