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A New Universal Quantum Gates and Its Simulation on GPGPU

机译:一种新型通用量子门及其在GPGPU上的仿真

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Classic quantum computer simulation will be a hotspot for years until the realistic quantum computers are available. As an essential component of quantum computers, the effects of the basic quantum gate and the equivalent relation are first briefly concluded in this paper. Base on the general-purpose graphics processing units (GPGPU) environment, the novel basic quantum gate simulation platform is achieved, on which any arbitrary quantum algorithm can be simulated. Our platform provides an user-friendly graphical interface for generating quantum circuit and observing the transformation of probability amplitude. Whats more, with the analyse of the combination of the existing universal quantum gates, a new universal quantum gates including Controlled-Z (C-Z), Hadamard (H), T is put forward. The proposed universal gates are considered to be more suitable for GPGPU, and it can be widely used to construct the quantum teleportation circuit and Grover's search algorithm. The new quantum circuit of Grover's search algorithm is conducted in our novel simulation platform. Results of the experiments show that the Grover's search algorithm will acquire quadratic acceleration when solving the search problem, which reflects the validity of the proposed gates.
机译:在现实的量子计算机问世之前,经典的量子计算机模拟将是多年的热点。作为量子计算机的基本组成部分,本文首先简要总结了基本量子门的作用及其等效关系。在通用图形处理单元(GPGPU)环境的基础上,实现了新颖的基本量子门仿真平台,在该平台上可以仿真任意量子算法。我们的平台提供了一个用户友好的图形界面,用于生成量子电路并观察概率振幅的变化。此外,通过对现有通用量子门组合的分析,提出了一种新的通用量子门,包括受控Z(C-Z),哈达玛(H),T。提出的通用门被认为更适合GPGPU,并且可以广泛用于构造量子隐形传态电路和Grover搜索算法。 Grover搜索算法的新量子电路是在我们新颖的仿真平台中进行的。实验结果表明,格罗弗的搜索算法在解决搜索问题时将获得二次加速度,这反映了所提出的门的有效性。

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