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Inverse Computation and the Universal Resolving Algorithm
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作者 Sergei Abramov 1, Robert Glück 2 1 Program Systems Institute Russian Academy of Sciences, RU 152140 Pereslavl Zalessky, Russia 2 PRESTO,JST & Institute for Software Production Technology, Waseda University, Tokyo 169 8555, Japan 《Wuhan University Journal of Natural Sciences》 CAS 2001年第Z1期31-45,共15页
We survey fundamental concepts for inverse programming and then present the Universal Resolving Algorithm, an algorithm for inverse computation in a first order, functional programming language. We discuss the key co... We survey fundamental concepts for inverse programming and then present the Universal Resolving Algorithm, an algorithm for inverse computation in a first order, functional programming language. We discuss the key concepts of the algorithm, including a three step approach based on the notion of a perfect process tree, and demonstrate our implementation with several examples of inverse computation. 展开更多
关键词 inverse programming perfect process tree program transformation inverse interpretation program inversion functional languages
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Inverse design of catalytic active sites via interpretable topology-based deep generative models
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作者 Bingxu Wang Shisheng Zheng +2 位作者 Jie Wu Jingyan Li Feng Pan 《npj Computational Materials》 2025年第1期1584-1595,共12页
The rational design of catalyst structures tailored to target performance is an ambitious and profoundly impactful goal.Key challenges include achieving refined representations of the three-dimensional structure of ac... The rational design of catalyst structures tailored to target performance is an ambitious and profoundly impactful goal.Key challenges include achieving refined representations of the three-dimensional structure of active sites and imbuing models with robust physical interpretability.Herein,we developed a topology-based variational autoencoder framework(PGH-VAEs)to enable the interpretable inverse design of catalytic active sites.Leveraging high-entropy alloys as a case,we demonstrate that persistent GLMY homology,an advanced topological algebraic analysis tool,enables the quantification of three-dimensional structural sensitivity and establishes correlations with adsorption properties.The multi-channel PGH-VAEs illustrate how coordination and ligand effects shape the latent space and influence the adsorption energies.Building on the inverse design results from PGH-VAEs,the strategies to optimize the composition and facet structures to maximize the proportion of optimal active sites are proposed.This interpretable inverse design framework can be extended to diverse systems,paving the way for AI-driven catalyst design. 展开更多
关键词 rational design catalyst structures interpretable topology based deep generative models inverse design persistent glmy hom interpretable inverse design imbuing models robust physical interpretabilityhereinwe catalytic active sitesleveraging catalytic active sites
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