矩阵在数学建模中的运用
The application of matrices in mathematical modeling
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| DOI |
10.12208/j.aam.20240002 |
| 刊名 |
Advances in International Applied Mathematics
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| 年，卷(期) |
2024, 6(1) |
| 作者 |
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| 作者单位 |
扬州大学数学科学学院 江苏扬州 ;
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| 摘要 |
矩阵是高等代数中的一个重要概念，也是数学建模中广泛应用的工具。在各个领域中，矩阵都得到了较好的适用性，可以解决大部分问题。然而，尽管矩阵在数学建模中具有广泛应用，但是这方面的研究并没有一个系统的归纳与优化，本文旨在对矩阵在数学建模中的应用进行一个系统的介绍，并探索矩阵在新兴领域的应用中如何优化建模，特别是矩阵与神经网络的结合，不仅为优化建模提供了新的可能性，同时也为新兴领域的研究者们提供了宝贵的思路和工具。
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| Abstract |
Matrices are an important concept in advanced algebra and a widely used tool in mathematical modeling. They have found good applicability in various fields and can solve a wide range of problems. However, despite their wide application in mathematical modeling, there is not a systematic summary and optimization of this area of research. This paper aims to provide a systematic introduction to the application of matrices in mathematical modeling and explore how matrices can be optimized for use in emerging fields. In particular, the combination of matrices and neural networks is discussed, offering not only new possibilities for optimized modeling but also valuable insights and tools for researchers in emerging fields.
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| 关键词 |
高等代数；数学建模；矩阵
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| KeyWord |
Advanced algebra; Mathematical modeling; Matrix
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| 基金项目 |
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| 页码 |
9-12 |
王睿之*.
矩阵在数学建模中的运用 [J].
国际应用数学进展.
2024; 6; (1).
9 - 12.