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20132021
most citedConcrete Categorical Model of a Quantum Circuit Description Language with Measurement

234 citations · 235 across the 6 of their papers we have counts for

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cs.LO2021★ 234 cited

Concrete Categorical Model of a Quantum Circuit Description Language with Measurement

Dongho Lee, Valentin Perrelle, Benoît Valiron +1

In this paper, we introduce dynamic lifting to a quantum circuit-description language, following the Proto-Quipper language approach. Dynamic lifting allows programs to transfer th…

cs.LO2021

Reasoning about Recursive Quantum Programs

Zhaowei Xu, Mingsheng Ying, Benoît Valiron

Most modern (classical) programming languages support recursion. Recursion has also been successfully applied to the design of several quantum algorithms and introduced in a couple…

cs.LO2018

A Logic for Recursive Quantum Programs

Zhaowei Xu, Mingsheng Ying, Shenggang Ying

Most modern (classical) programming languages support recursion. Recursion has also been successfully applied to the design of several quantum algorithms and introduced in a couple…

cs.LO2017

Completeness of Hoare Logic over Nonstandard Models

Zhaowei Xu, Yuefei Sui, Wenhui Zhang

The nonstandard approach to program semantics has successfully resolved the completeness problem of Floyd-Hoare logic. The known versions of nonstandard semantics, the Hungary sema…

cs.LO2017★ 1 cited

On Completeness Results of Hoare Logic Relative to the Standard Model

Zhaowei Xu, Wenhui Zhang, Yuefei Sui

The general completeness problem of Hoare logic relative to the standard model of Peano arithmetic has been studied by Cook, and it allows for the use of arbitrary arithmetical…

cs.LO2013

A New Perspective for Hoare's Logic and Peano's Arithmetic

Zhaowei Xu

Hoare's logic is an axiomatic system of proving programs correct, which has been extended to be a separation logic to reason about mutable heap structure. We develop the most funda…