Discrete Wigner formalism for qubits and noncontextuality of Clifford gates on qubit stabilizer states.

Kocia, Lucas.

Love, Peter J.

2017.

Description
  • We show that qubit stabilizer states can be represented by non-negative quasiprobability distributions associated with a Wigner-Weyl-Moyal formalism where Clifford gates are positive state-independent maps. This is accomplished by generalizing the Wigner-Weyl-Moyal formalism to three generators instead of two—producing an exterior, or Grassmann, algebra—which results in Clifford group gates for qu... read more
This object is in collection Subject Permanent URL Citation
  • Kocia, Lucas, and Peter Love. "Discrete Wigner formalism for qubits and noncontextuality of Clifford gates on qubit stabilizer states." Physical Review A 96, no. 6 (December 29, 2017). https://doi.org/10.1103/PhysRevA.96.062134.
ID:
00000b67f
To Cite:
DCA Citation Guide    EndNote
Usage:
Detailed Rights