清华大学计算机系量子软件研究中心
清华大学计算机系量子软件研究中心
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Verification of Nondeterministic Quantum Programs
Nondeterministic choice is a useful program construct that provides a way to describe the behaviour of a program without specifying the …
Yuan Feng
,
Yingte Xu
引用
DOI
URL
Algebraic reasoning of Quantum programs via non-idempotent Kleene algebra
We investigate the algebraic reasoning of quantum programs inspired by the success of classical program analysis based on Kleene …
Yuxiang Peng
,
Mingsheng Ying
,
Xiaodi Wu
引用
DOI
URL
Equivalence Checking of Dynamic Quantum Circuits
Despite the rapid development of quantum computing these years, state-of-the-art quantum devices still contain only a limited number of …
Xin Hong
,
Yuan Feng
,
Sanjiang Li
,
Mingsheng Ying
引用
DOI
URL
Quantum soundness of testing tensor codes
Zhengfeng Ji
,
Anand Natarajan
,
Thomas Vidick
,
John Wright
,
Henry Yuen
引用
DOI
Verifying Fairness in Quantum Machine Learning
Due to the beyond-classical capability of quantum computing, quantum machine learning is applied independently or embedded in classical …
Ji Guan
,
Wang Fang
,
Mingsheng Ying
引用
Succinct blind Quantum computation using a random oracle
Jiayu Zhang
引用
DOI
URL
Robustness Verification of Quantum Classifiers
Several important models of machine learning algorithms have been successfully generalized to the quantum world, with potential speedup …
Ji Guan
,
Wang Fang
,
Mingsheng Ying
引用
A monte carlo tree search framework for quantum circuit transformation
In Noisy Intermediate-Scale Quantum (NISQ) era, quantum processing units (QPUs) suffer from, among others, highly limited connectivity …
Xiangzhen Zhou
,
Yuan Feng
,
Sanjiang Li
引用
DOI
URL
An applied quantum Hoare logic
We derive a variant of quantum Hoare logic (QHL), called applied quantum Hoare logic (aQHL for short), by: 1. restricting QHL to a …
Li Zhou
,
Nengkun Yu
,
Mingsheng Ying
引用
DOI
URL
Formal Verification of Quantum Algorithms Using Quantum Hoare Logic
We formalize the theory of quantum Hoare logic (QHL) [TOPLAS 33(6),19], an extension of Hoare logic for reasoning about quantum …
Junyi Liu
,
Bohua Zhan
,
Shuling Wang
,
Shenggang Ying
,
Tao Liu
,
Yangjia Li
,
Mingsheng Ying
,
Naijun Zhan
引用
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