Github: https://github.com/zhengpushi
Email: zhengpushi@nuaa.edu.cn
Type Conference proceedings, EI
Date:Sep, 2024 Author: Zhengpu Shi, Gang Chen
Conference: PPDP 2024: 26th International Symposium on Principles and Practice of Declarative Programming. Milan, Italy
DOI: 10.1145/3678232.3678242 Paper URL: online paper
Type Conference proceedings, EI
Date:Sep, 2024 Author: Zhengpu Shi, Gang Chen
Conference: FACS 2024: 20th International Conference on Formal Aspects of Component Software. Milan, Italy
DOI: 10.1007/978-3-031-71261-6_5 Paper URL: online paper
Type Journal Article, SCI (CAS Zone 2), CCF-B Journal
Date:Oct, 2023 Author: Zhengpu Shi, Guojun Xie, Gang Chen
Journal: Journal of Systems Architecture
DOI: doi.org/10.1016/j.sysarc.2023.102986 Paper URL: online paper
Type Conference proceedings, EI, CCF-C Conference
Date:Dec, 2022 Author: Zhengpu Shi, Gang Chen
DOI: 10.1007/978-3-031-21213-0_11 Paper URL: online paper
English Title: Coq Formalization of Propulsion Subsystem of Flight Control System for Multicopter
Type Journal Article, EI, CCF-A Chinese Journal
Date: June, 2022 Author: Zhengpu Shi, Min Cui, Guojun Xie, Gang Chen
Journal: Journal of Software (软件学报)
DOI: 10.13328/j.cnki.jos.006575 Paper URL: online paper
This is a formal matrix library in Coq, and integrated with multiple different implementations. Our goal is to provide a unified framework for different implementations of formalized matrix libraries, so as to decouple the differences between underlying technologies and upper-level applications.
The details can be found in : CoqMatrix Project CoqMatrix github
FinMatrix is a formal matrix library in Coq, which we started from finite sets (over natural numbers), vecotr based on finite sets, and matrices based on vectors. This implementation differs from the CoqMatrix project, which have various models. We have formalized many algebraic and geometric vector or matrix theories, especially including two inversion matrix algorithms: minvGE (inversion based on Gauss Elimination), minvAM (inversion based on Adjoint Matrix).
The details can be found in : FinMatrix Project FinMatrix github
OrienRepr is a formal verification project in Coq, for "Orientation Representation (OR)" problem, which is focused on derivation of popular models or algorithms for OR, including Euler Angles, Rotation Matrices, Axis-Angles, and Unit Quaternion.
The details can be found in : OrienRepr Project OrienRepr github
The VQCS is a formal verification project in Coq, which stands for "Verified Quantity Calculus System". We have modeled physical quantities, units, and dimensions, supporting calculations with units, and provide support for the International System of Units (SI), thereby enabling the verification of issues related to units.
The details can be found in : VQCS Project VQCS github
GenProg is an advanced code generation tool developed to convert verified Coq models into efficient and reliable C code.
Built on the language of DPIA (Data Parallel Idealised Algol), GenProg facilitates the seamless translation of high-level functional models into practical, executable programs.
This tool is particularly valuable for applications requiring stringent correctness guarantees, such as flight control systems, ensuring the consistency and reliability of the generated code.
GenProg is an essential resource for developers and researchers working on high-assurance systems, providing a robust solution for code generation from formally verified models.
The details can be found in : GenProg Project GenProg github
Verified Flight Control System (VFCS) is an academic project for study the FCS software by theorem prover Coq. We adopt the idea of construct-correct to analysis, modeling and design the FCS. Coq proof assistant is a higher-order logic theorem prover based on Calculus of Inductive Constructions. We mainly study the Multicopter at the first stage.
The details can be found in : VFCS Project VFCS github