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首页> 外文期刊>Advances in Engineering Software >Confederated modular differential equation APIs for accelerated algorithm development and benchmarking
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Confederated modular differential equation APIs for accelerated algorithm development and benchmarking

机译:加速算法开发与基准的联邦模块化微分方程API

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Performant numerical solving of differential equations is required for large-scale scientific modeling. In this manuscript we focus on two questions: (1) how can researchers empirically verify theoretical advances and consistently compare methods in production software settings and (2) how can users (scientific domain experts) keep up with the state-of-the-art methods to select those which are most appropriate? Here we describe how the confederated modular API of DifferentialEquations.jl addresses these concerns. We detail the package-free API which allows numerical methods researchers to readily utilize and benchmark any compatible method directly in full-scale scientific applications. In addition, we describe how the complexity of the method choices is abstracted via a polyalgorithm. We show how scientific tooling built on top of DifferentialEquations.jl, such as packages for dynamical systems quantification and quantum optics simulation, both benefit from this structure and provide themselves as convenient benchmarking tools.
机译:大规模科学建模需要微分方程的表演数值求解。在这篇文章中,我们专注于两个问题:(1)研究人员如何经验验证理论上的进步并一致地比较生产软件设置和(2)用户(科学领域专家)如何跟上最先进的技术选择最合适的方法?在这里,我们描述了不同的不同内容的联合模块化API .JL如何解决这些问题。我们详细介绍了免费的API,允许数值方法研究人员直接在全规模的科学应用中直接利用和基准。此外,我们描述了如何通过聚煤层抽象方法选择的复杂性。我们展示了科学的工具如何在offeriaLequation.jl之上,例如用于动态系统量化和量子光学仿真的套件,这两种结构都受益,并为自己提供便利的基准工具。

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