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Data and performance of an active-set truncated Newton method with non-monotone line search for bound-constrained optimization

机译:具有非单调线搜索的有效集截断牛顿法的数据和性能以进行约束约束优化

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In this data article, we report data and experiments related to the research article entitled “A Two-Stage Active-Set Algorithm for Bound-Constrained Optimization”, by Cristofari et al. (2017). The method proposed in Cristofari et al. (2017), tackles optimization problems with bound constraints by properly combining an active-set estimate with a truncated Newton strategy. Here, we report the detailed numerical experience performed over a commonly used test set, namely CUTEst (Gould et al., 2015). First, the algorithmASA-BCPproposed in Cristofari et al. (2017) is compared with the related methodNMBC (De Santis et al., 2012). Then, a comparison with the renowned methodsALGENCAN(Birgin and Martínez et al., 2002) andLANCELOT B(Gould et al., 2003) is reported.
机译:在此数据文章中,我们报告了与Cristofari等人题为“用于约束受限优化的两阶段主动集算法”的研究文章相关的数据和实验。 (2017)。 Cristofari等人提出的方法。 (2017),通过将活动集估计值与截断的牛顿策略正确组合来解决具有约束条件的优化问题。在这里,我们报告了在常用测试集CUTEst上执行的详细数值经验(Gould等人,2015)。首先,Cristofari等人提出了ASA-BCP算法。 (2017)与相关方法NMBC(De Santis等,2012)进行了比较。然后,与著名的方法ALGENCAN(Birgin和Martínez等,2002)和LANCELOT B(Gould等,2003)进行了比较。

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