SANE: strategic autonomous non-smooth exploration for multiple optima discovery in multi-modal and non-differentiable black-box functions†

IF 6.2 Q1 CHEMISTRY, MULTIDISCIPLINARY
Arpan Biswas, Rama Vasudevan, Rohit Pant, Ichiro Takeuchi, Hiroshi Funakubo and Yongtao Liu
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Abstract

Both computational and experimental material discovery bring forth the challenge of exploring multidimensional and multimodal parameter spaces, such as phase diagrams of Hamiltonians with multiple interactions, composition spaces of combinatorial libraries, material structure image spaces, and molecular embedding spaces. Often these systems are black-boxes and time-consuming to evaluate, which resulted in strong interest towards active learning methods such as Bayesian optimization (BO). However, these systems are often noisy which make the black box function severely multi-modal and non-differentiable, where a vanilla BO can get overly focused near a single or faux optimum, deviating from the broader goal of scientific discovery. To address these limitations, here we developed Strategic Autonomous Non-Smooth Exploration (SANE) to facilitate an intelligent Bayesian optimized navigation with a proposed cost-driven probabilistic acquisition function to find multiple global and local optimal regions, avoiding the tendency to becoming trapped in a single optimum. To distinguish between a true and false optimal region due to noisy experimental measurements, a human (domain) knowledge driven dynamic surrogate gate is integrated with SANE. We implemented the gate-SANE into pre-acquired piezoresponse spectroscopy data of a ferroelectric combinatorial library with high noise levels in specific regions, and piezoresponse force microscopy (PFM) hyperspectral data. SANE demonstrated better performance than classical BO to facilitate the exploration of multiple optimal regions and thereby prioritized learning with higher coverage of scientific values in autonomous experiments. Our work showcases the potential application of this method to real-world experiments, where such combined strategic and human intervening approaches can be critical to unlocking new discoveries in autonomous research.

Abstract Image

多模态不可微黑盒函数中多最优解发现的策略自主非平滑探索
计算和实验材料发现都带来了探索多维和多模态参数空间的挑战,例如具有多重相互作用的哈密顿量的相图,组合库的组合空间,材料结构图像空间和分子嵌入空间。通常这些系统都是黑盒,评估起来很耗时,这导致了人们对主动学习方法的强烈兴趣,比如贝叶斯优化(BO)。然而,这些系统通常是嘈杂的,这使得黑盒函数严重多模态和不可微,其中香草BO可能过于集中在单一或虚假的最佳附近,偏离了科学发现的更广泛目标。为了解决这些限制,我们开发了战略自主非平滑探索(SANE),通过提出的成本驱动概率获取函数来促进智能贝叶斯优化导航,以找到多个全局和局部最优区域,避免陷入单一最优的趋势。为了区分实验测量噪声导致的真假最优区域,将人类(领域)知识驱动的动态代理门与SANE相结合。我们将gate-SANE应用于预先获取的特定区域具有高噪声水平的铁电组合文库的压响应光谱数据和压响应力显微镜(PFM)高光谱数据。在自主实验中,SANE表现出比经典BO更好的性能,有利于探索多个最优区域,从而优先考虑具有更高科学价值覆盖率的学习。我们的工作展示了这种方法在现实世界实验中的潜在应用,在现实世界中,这种结合战略和人为干预的方法对于解锁自主研究中的新发现至关重要。
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CiteScore
2.80
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