Stabilizer states and Clifford operations for systems of arbitrary dimensions and modular arithmetic
Stabilizer states and Clifford operations for systems of arbitrary dimensions and modular arithmetic
We describe generalizations of the Pauli group, the Clifford group and stabilizer states for qudits in a Hilbert space of arbitrary dimension d. We examine a link with modular arithmetic, which yields an efficient way of representing the Pauli group and the Clifford group with matrices over the integers modulo …