Supplementary Information: Difference between revisions

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===Universal Resource===
===Universal Resource===
A set of \ket{+_\theta} states on which applying Clifford operations is enough for universal quantum computation.
A set of \ket{+_\theta} states on which applying Clifford operations is enough for universal quantum computation.
===Classical Quantum State===
===Density Matrices===
===Fidelity===
==Quantum Primitives==
==Quantum Primitives==


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===Entanglement===
===Entanglement===
===Classical Quantum State===
===Measurement===
===Density Matrices===


==Security Definitions==
==Security Definitions==
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