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EFFICIENT SYNTHESIS OF A RANDOM UNIFORMLY DISTRIBUTED CLIFFORD UNITARY

机译:高效合成随机均匀分布的克利福德统一

摘要

A method of generating a random uniformly distributed Clifford unitary circuit (C) includes: generating a random Hadamard (H) gate; drawing a plurality of qubits from a probability distribution of qubits; applying the random H gate to the plurality of qubits drawn from the probability distribution; and generating randomly a first Hadamard-free Clifford circuit (F1) and a second Hadamard-free Clifford circuit (F2). The first and second Hadamard-free Clifford circuits is generated by at least randomly generating a uniformly distributed phase (P) gate, and randomly generating a uniformly distributed linear Boolean invertible conditional NOT (CNOT) gate, and combining the P and CNOT gates to form the first and second Hadamard-free Clifford circuits. The method further includes combining the generated first Hadamard-free circuit (F1) and the second Hadamard-free Clifford circuit (F2) with the generated random Hadamard (H) gate to form the random uniformly distributed Clifford unitary circuit (C).
机译:一种生成随机均匀分布的克利福德酉电路(C)的方法包括:产生随机的Hadamard(H)门;从Qubits的概率分布中绘制多个Qubits;将随机H门应用于从概率分布绘制的多个Qubits;并随机地产生第一邻人无克利福德电路(F1)和一个免费的无标签的克利福德电路(F2)。通过至少随机地生成均匀分布的阶段(P)门,以及随机地产生均匀分布的线性布尔可逆性条件而不是(CNOT)门,并将P和CNOT栅极组合形成的均匀分布式线性布尔可逆性的循环电路第一和第二个Hadamard的克利福德电路。该方法还包括将所产生的第一Hadamard的无线电路(F1)和第二Hadamard-Free的克利福电路(F2)与所产生的随机的随机性Hadamard(H)栅极组合,以形成随机均匀分布的夹轴酉电路(C)。

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