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Closed-Loop ACAS Xu Neural Network Verification 闭环ACAS Xu神经网络验证
Pub Date : 2023-10-18 DOI: 10.29007/vf8z
Sanaz Sheikhi, Stanley Bak
Benchmark Proposal: Neural Network Control Systems (NNCS) play critical roles in autonomy. However, verifying their correctness is a substantial challenge. In this paper, we consider the neural network compression of ACAS Xu, a popular benchmark usually considered for open-loop neural network verification. ACAS Xu is an air-to-air collision avoidance system for unmanned aircraft issuing horizontal turn advisories to avoid collision with an intruder aircraft. We propose specific properties and different system assumptions to use this system as a closed-loop NNCS benchmark. We present experimental results for our properties based on randomly generated test cases and provide simulation code.
基准建议:神经网络控制系统(NNCS)在自动驾驶中起着至关重要的作用。然而,验证它们的正确性是一个巨大的挑战。在本文中,我们考虑了ACAS Xu的神经网络压缩,这是一种常用的开环神经网络验证基准。ACAS Xu是一种空对空避碰系统,用于无人驾驶飞机发出水平转弯通知,以避免与入侵飞机相撞。我们提出了特定的性质和不同的系统假设,以使用该系统作为闭环nnc基准。我们给出了基于随机生成的测试用例的属性的实验结果,并提供了仿真代码。
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引用次数: 2
Checking and Establishing Reachset Conformance in CORA 2023 CORA 2023中Reachset一致性的检查和建立
Pub Date : 2023-10-18 DOI: 10.29007/5v1g
Matthias Althoff
Tool presentation: When formally verifying models of cyber-physical systems, it is obviously important that their verification results can be transferred to all previous observations of the modeled systems. Our tool CORA makes it possible to transfer safety properties by checking whether all measurements of the real system lie in the set of reachable outputs of the corresponding model -- we call this reachset conformance checking. In addition, we provide strategies to establish reachset conformance by injecting nondeterminism in models. This can be seen as some form of system identification, where instead of finding the most likely parameters, we compute a set of parameter values -- not only for the model dynamics but also for the set of disturbances and measurement errors -- to establish reachset conformance. By replacing real measurements with simulation results from a high-fidelity model, one can also check whether a high-fidelity model conforms to a simple model. We demonstrate the usefulness of reachset conformance by several use cases.
工具展示:当正式验证网络物理系统的模型时,显然重要的是,它们的验证结果可以转移到建模系统的所有先前观察中。我们的工具CORA通过检查真实系统的所有测量是否位于相应模型的可达输出集合中,从而使转移安全属性成为可能——我们称之为到达集一致性检查。此外,我们提供了通过在模型中注入不确定性来建立目标集一致性的策略。这可以看作是某种形式的系统识别,我们不是寻找最可能的参数,而是计算一组参数值——不仅针对模型动力学,还针对扰动和测量误差集——以建立达到集一致性。通过用高保真模型的模拟结果代替实际测量,还可以检查高保真模型是否符合简单模型。我们通过几个用例演示了达成集一致性的有用性。
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引用次数: 0
ARCH-COMP23 Category Report: Hybrid Systems Theorem Proving ARCH-COMP23类别报告:混合系统定理证明
Pub Date : 2023-10-18 DOI: 10.29007/57g4
Stefan Mitsch, Huanhuan Sheng, Bohua Zhan, Shuling Wang, Simon Foster, Jonathan Julian Huerta Y Munive
This paper reports on the Hybrid Systems Theorem Proving (HSTP) category in the ARCH-COMP Friendly Competition 2023. The characteristic features of the HSTP category remain as in the previous edition: HSTP focuses on flexibility of programming languages as structuring principles for hybrid systems, unambiguity and precision of program semantics, and mathematical rigor of logical reasoning principles. The benchmark set includes nonlinear and parametric continuous and hybrid systems and hybrid games, each in three modes: fully automatic verification, semi-automatic verification from proof hints, proof checking from scripted tactics. This instance of the competition focuses on presenting the differences between the provers on a subset of the benchmark examples.
本文报道了ARCH-COMP友好竞赛2023中的混合系统定理证明(HSTP)类别。HSTP类别的特征与前一版本一样:HSTP侧重于编程语言的灵活性,作为混合系统的结构原则,程序语义的明确和精确,以及逻辑推理原则的数学严谨性。基准集包括非线性参数连续混合系统和混合博弈,每种博弈都有三种模式:全自动验证、半自动证明提示验证、脚本战术证明验证。这个竞赛的实例侧重于在基准示例的一个子集上展示证明者之间的差异。
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引用次数: 0
ARCH-COMP23 Category Report: Artificial Intelligence and Neural Network Control Systems (AINNCS) for Continuous and Hybrid Systems Plants ARCH-COMP23类别报告:连续和混合系统工厂的人工智能和神经网络控制系统(AINNCS)
Pub Date : 2023-10-18 DOI: 10.29007/x38n
Diego Manzanas Lopez, Matthias Althoff, Marcelo Forets, Taylor T Johnson, Tobias Ladner, Christian Schilling
This report presents the results of a friendly competition for formal verification of continuous and hybrid systems with artificial intelligence (AI) components. Specifically, machine learning (ML) components in cyber-physical systems (CPS), such as feedforward neural networks used as feedback controllers in closed-loop systems, are considered, which is a class of systems classically known as intelligent control systems, or in more modern and specific terms, neural network control systems (NNCS). We broadly refer to this category as AI and NNCS (AINNCS). The friendly competition took place as part of the workshop Applied Verification for Continuous and Hybrid Systems (ARCH) in 2023. In the fifth edition of this AINNCS category at ARCH-COMP, three tools have been applied to solve ten different benchmark problems, which are CORA, JuliaReach and NNV. In reusing the benchmarks from the last iteration, we demonstrate the continuous progress in developing these tools: Two out of three tools can verify more instances than in the 2022 iteration. A novelty of this year’s iteration is the shared computation hardware that allows for a fairer comparison among the participants.
本报告介绍了具有人工智能(AI)组件的连续和混合系统的正式验证的友好竞争的结果。具体来说,考虑了网络物理系统(CPS)中的机器学习(ML)组件,例如在闭环系统中用作反馈控制器的前馈神经网络,这是一类传统上称为智能控制系统的系统,或者在更现代和具体的术语中称为神经网络控制系统(nnc)。我们一般将这一类称为AI和NNCS (AINNCS)。此次友好竞赛是2023年连续和混合系统(ARCH)应用验证研讨会的一部分。在ARCH-COMP的第五版AINNCS分类中,已经应用了三个工具来解决十个不同的基准问题,它们是CORA, JuliaReach和NNV。在重用上次迭代中的基准时,我们展示了开发这些工具的持续进展:与2022迭代相比,三分之二的工具可以验证更多的实例。今年迭代的一个新颖之处是共享计算硬件,允许参与者之间进行更公平的比较。
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引用次数: 0
ARCH-COMP23 Repeatability Evaluation Report ARCH-COMP23重复性评估报告
Pub Date : 2023-10-18 DOI: 10.29007/q313
Taylor T Johnson
The repeatability evaluation for the 7th International Competition on Verifying Continuous and Hybrid Systems (ARCH-COMP’23) is summarized in this report. The competition took place as part of the workshop Applied Verification for Continuous and Hybrid Systems (ARCH) in 2023, affiliated with the 2023 Cyber-Physical Systems and Internet- of-Things Week (CPS-IoT Week). In its seventh edition, tools submitted artifacts through a new automated evaluation system and were synchronized with a Git repository for the repeatability evaluation and archiving, which were applied to solve benchmark instances through different competition categories. Due to procedural changes in execution through the automated system, fewer participants than in past iterations participated in the repeatability evaluation this year. The process was generally to submit scripts to automatically install and execute the tools in containerized virtual environments (specifically Dockerfiles to execute within Docker containers, along with execution scripts). With the automated evaluation system, most participating categories presented performance evaluation information from this common execution platform.
本报告总结了第七届连续和混合系统验证国际竞赛(ARCH-COMP ' 23)的可重复性评估。该竞赛是2023年连续和混合系统(ARCH)应用验证研讨会的一部分,该研讨会隶属于2023年网络物理系统和物联网周(CPS-IoT周)。在其第七版中,工具通过一个新的自动化评估系统提交工件,并与Git存储库同步进行可重复性评估和归档,这些可重复性评估和归档应用于解决不同竞赛类别的基准测试实例。由于自动化系统在执行过程中的变化,今年参与可重复性评估的参与者比过去的迭代少。这个过程通常是提交脚本,以便在容器化的虚拟环境中自动安装和执行工具(特别是在Docker容器中执行的Dockerfiles,以及执行脚本)。在自动评估系统中,大多数参与的类别都从这个公共执行平台提供了性能评估信息。
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引用次数: 1
ARCH-COMP23 Category Report: Continuous and Hybrid Systems with Linear Continuous Dynamics ARCH-COMP23类别报告:具有线性连续动力学的连续和混合系统
Pub Date : 2023-10-18 DOI: 10.29007/nl86
Matthias Althoff, Marcelo Forets, Yangge Li, Sayan Mitra, Christian Schilling, Mark Wetzlinger, Daniel Zhuang
We present the results of the ARCH1 2023 friendly competition for formal verification of continuous and hybrid systems with linear continuous dynamics. In its seventh edition, three tools participated to solve nine different benchmark problems in the category for linear continuous dynamics (in alphabetical order): CORA, JuliaReach, and Verse. This report is a snapshot of the current landscape of tools and the types of benchmarks they are particularly suited for. Due to the diversity of problems, we are not ranking tools, yet the presented results provide one of the most complete assessments of tools for the safety verification of continuous and hybrid systems with linear continuous dynamics up to this date.
我们给出了具有线性连续动力学的连续和混合系统的形式验证的ARCH1 2023友好竞赛的结果。在其第七版中,有三个工具参与解决了线性连续动力学类别中的九个不同的基准问题(按字母顺序排列):CORA、JuliaReach和Verse。本报告简要介绍了工具的现状以及它们特别适合的基准类型。由于问题的多样性,我们没有对工具进行排名,但所提出的结果提供了迄今为止线性连续动力学连续和混合系统安全验证工具的最完整评估之一。
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引用次数: 0
ARCH-COMP23 Category Report: Falsification ARCH-COMP23类别报告:伪造
Pub Date : 2023-10-18 DOI: 10.29007/6nqs
Claudio Menghi, Paolo Arcaini, Walstan Baptista, Gidon Ernst, Georgios Fainekos, Federico Formica, Sauvik Gon, Tanmay Khandait, Atanu Kundu, Giulia Pedrielli, Jarkko Peltomäki, Ivan Porres, Rajarshi Ray, Masaki Waga, Zhenya Zhang
This report presents the results from the 2023 friendly competition in the ARCH workshop for the falsification of temporal logic specifications over Cyber-Physical Systems. We describe the benchmark models selected to compare the tools and the competition settings and provide background on the participating teams and tools. Finally, we present and discuss our results.
本报告介绍了2023年ARCH研讨会上关于网络物理系统时间逻辑规范伪造的友好竞赛的结果。我们描述了为比较工具和竞赛设置而选择的基准模型,并提供了参与团队和工具的背景。最后,我们提出并讨论了我们的结果。
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引用次数: 0
ARCH-COMP23 Category Report: Stochastic Models ARCH-COMP23类别报告:随机模型
Pub Date : 2023-10-18 DOI: 10.29007/k7s6
Alessandro Abate, Henk Blom, Nathalie Cauchi, Joanna Delicaris, Sofie Haesaert, Birgit van Huijgevoort, Abolfazl Lavaei, Anne Remke, Oliver Schön, Stefan Schupp, Fedor Shmarov, Sadegh Soudjani, Lisa Willemsen, Paolo Zuliani
This report is concerned with a friendly competition for formal verification and policy synthesis of stochastic models. The main goal of the report is to introduce new benchmarks and their properties within this category and recommend next steps toward next year’s edition of the competition. Given that the tools for stochastic models are at their early stages of development compared to those of non-probabilistic models, the main focus is to report on an initiative to collect a set of minimal benchmarks that all such tools can run, thus facilitating the comparison between the efficiency of the implemented techniques. This friendly competition took place as part of the workshop Applied Verification for Continuous and Hybrid Systems (ARCH) in Summer 2023.
本报告关注随机模型的正式验证和政策综合的友好竞争。该报告的主要目标是在这一类别中引入新的基准及其属性,并为明年的比赛提出建议。考虑到与非概率模型相比,随机模型的工具处于开发的早期阶段,主要焦点是报告收集所有这些工具可以运行的一组最小基准的主动性,从而促进实现技术之间的效率比较。这项友好竞赛是2023年夏季连续和混合系统(ARCH)应用验证研讨会的一部分。
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引用次数: 0
ARCH-COMP23 Category Report: Continuous and Hybrid Systems with Nonlinear Dynamics ARCH-COMP23类别报告:具有非线性动力学的连续和混合系统
Pub Date : 2023-10-18 DOI: 10.29007/93f2
Luca Geretti, Julien Alexandre Dit Sandretto, Matthias Althoff, Luis Benet, Pieter Collins, Marcelo Forets, Elena Ivanova, Yangge Li, Sayan Mitra, Stefan Mitsch, Christian Schilling, Mark Wetzlinger, Daniel Zhuang
We present the results of a friendly competition for formal verification of continuous and hybrid systems with nonlinear continuous dynamics. The friendly competition took place as part of the workshop Applied Verification for Continuous and Hybrid Systems (ARCH) in 2023. This year, 6 tools participated: Ariadne, CORA, DynIbex, JuliaReach, KeYmaera X and Verse (in alphabetic order). These tools are applied to solve reachability analysis problems on six benchmark problems, two of them featuring hybrid dynamics. We do not rank the tools based on the results, but show the current status and discover the potential advantages of different tools.
我们给出了具有非线性连续动力学的连续系统和混合系统形式验证的友好竞争的结果。此次友好竞赛是2023年连续和混合系统(ARCH)应用验证研讨会的一部分。今年有6个工具参与:Ariadne, CORA, DynIbex, JuliaReach, KeYmaera X和Verse(按字母顺序)。应用这些工具解决了六个基准问题的可达性分析问题,其中两个问题具有混合动力学特征。我们不根据结果对工具进行排名,而是显示当前状态并发现不同工具的潜在优势。
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引用次数: 0
SMT Solving over Finite Field Arithmetic 有限域算法上的SMT求解
Pub Date : 2023-06-03 DOI: 10.29007/4n6w
Thomas Hader, Daniela Kaufmann, Laura Kovacs
Non-linear polynomial systems over finite fields are used to model functional behavior of cryptosystems, with applications in system security, computer cryptography, and post- quantum cryptography. Solving polynomial systems is also one of the most difficult problems in mathematics. In this paper, we propose an automated reasoning procedure for deciding the satisfiability of a system of non-linear equations over finite fields. We introduce zero decomposition techniques to prove that polynomial constraints over finite fields yield finite basis explanation functions. We use these explanation functions in model constructing satisfiability solving, allowing us to equip a CDCL-style search procedure with tailored theory reasoning in SMT solving over finite fields. We implemented our approach and provide a novel and effective reasoning prototype for non-linear arithmetic over finite fields.
有限域上的非线性多项式系统用于模拟密码系统的功能行为,在系统安全、计算机密码学和后量子密码学中有应用。求解多项式系统也是数学中最困难的问题之一。本文提出了一种判定有限域上非线性方程组可满足性的自动推理方法。我们引入零分解技术来证明有限域上的多项式约束产生有限基解释函数。我们在模型构造可满足性求解中使用这些解释函数,使我们能够在有限域的SMT求解中为cdcl风格的搜索过程配备量身定制的理论推理。我们实现了我们的方法,并为有限域上的非线性算法提供了一个新颖有效的推理原型。
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引用次数: 0
期刊
EPiC series in computing
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