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Data locality for sparse matrices via advanced optimisations in large-scale scientific programs

Data locality for sparse matrices via advanced optimisations in large-scale scientific programs
通过大规模科学项目中的高级优化实现稀疏矩阵的数据局部性
批准号:
22K17900
负责人:
Vatai Emil
金额:
$2.91万
依托单位国家:
日本
项目类别:
Grant-in-Aid for Early-Career Scientists
财政年份:
2022
资助国家:
日本
项目状态:
未结题
起止时间:
2022-04-01 至 2026-03-31

项目摘要

项目成果

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中文摘要
翻译
在三个主题中,S-步骤CG的进展最慢,这个方向基本上还没有被探索。对于一个实习生,我们在实现S-步骤CG并将其与DMPK相结合方面只取得了很小的进展。我们最近和另一个学生开始了自然语言编程中的稀疏性和可解释性的研究。我们已经研究了不同的稀疏化方法,例如Sten库、矩阵分解、图神经网络(GNN),包括图卷积网络(GCNS)。我们已经对稀疏性在ML训练中的挑战有了全面的了解,比如稀疏性爬行到我们的权重中(因为矩阵的和的乘积很容易变得稠密)以及稠密梯度的问题。最后,最有希望的方向是与自旋化学家合作和自由基对模拟的主题。我们已经开发了一个用于模拟自由基对的Python包/库,名为RadicalPy。该包包括可用于构建现场各种实验的模拟的各种组件,例如构建对反应中的不同力进行建模的哈密顿量、动力学和松弛机制、实验方案、数据转换和绘图工具以及使分子和同位素能够轻松方便地加载的分子数据库。
英文摘要
The s-step CG topic progressed the least from the 3 topics and this direction remains mostly unexplored.: with an intern we merely made minor progress in implementing s-step CG and combining it with DMPK.We've started working on sparsity and explainability in NLP recently with another student. We have looked different approaches to sparsifycation, such as the STEN library, matrix decompositions, graph neural networks (GNNs) including graph convolutional networks (GCNs). We have gained a comprehensive understanding of the challenges of sparsity in ML training, such as sparsity crawling back quickly into our the weights (because the sum and product of matrices becomes dense easily) as well as the problem of dense gradients.Finally, the most promising direction is a collaboration with spin-chemists and the topic of radical pair simulations. We have developed a python package/library for simulating radical-pair called RadicalPy. The package includes various components which can be used to construct simulations of various experiments in the field, such as construction Hamiltonians modelling different forces in the reactions, kinetics and relaxation mechanisms, experiment schemes, data conversion and plotting tools and molecule database which enables easy and convenient loading of molecules and isotopes.
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会议论文
RadicalPy [source code]
RadicalPy [源代码]
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RadicalPy [documentation]
RadicalPy [文档]
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RadicalPy: radical pair spin dynamics for the masses
RadicalPy:大众的自由基对自旋动力学
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发表时间: 2022
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作者: [Antill Lewis , Vatai Emil]
通讯作者: Vatai Emil
RadicalPy [pypi package]
RadicalPy [pypi 包]
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