论文标题
斐波那契拓扑阶段
Fibonacci topological phase in arrays of anyonic chains
论文作者
论文摘要
斐波那契Anyon是一种外来的准粒子激发，在实现量子计算机的实现中起着关键作用。从$ su（2）_4 $拓扑阶段开始，在本文中，我们演示了一种构建斐波那契拓扑阶段的方法，该阶段只有一个由斐波那契描述的fibonacci Anyon所描述的一种非平凡的激发。我们表明，由$ su（2）_4 $相位的激发产生的任何链条阵列导致斐波那契阶段。我们进一步证明我们的理论命题可以扩展到其他拓扑阶段。
Fibonacci anyon, an exotic quasi-particle excitation, plays a pivotal role in realization of a quantum computer. Starting from a $SU(2)_4$ topological phase, in this paper we demonstrate a way to construct a Fibonacci topological phase which has only one non-trivial excitation described by the Fibonacci anyon. We show that arrays of anyonic chains created by excitations of the $SU(2)_4$ phase leads to the Fibonacci phase. We further demonstrate that our theoretical propositions can be extended to other topological phases.
