Difference between revisions of "STP"
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# [[Paper/布尔网络的分析与控制 — 矩阵半张量积方法|布尔网络的分析与控制 — 矩阵半张量积方法]]<ref>{{:Paper/布尔网络的分析与控制 — 矩阵半张量积方法}}</ref> | # [[Paper/布尔网络的分析与控制 — 矩阵半张量积方法|布尔网络的分析与控制 — 矩阵半张量积方法]]<ref>{{:Paper/布尔网络的分析与控制 — 矩阵半张量积方法}}</ref> | ||
[[David Spivak]] also presented a paper<ref>{{:Paper/Pixel Arrays: A fast and elementary method for solving nonlinear systems}}</ref> called:[[Paper/Pixel Arrays: A fast and elementary method for solving nonlinear systems|Pixel Arrays: A fast and elementary method for solving nonlinear systems]]. | [[David Spivak]] also presented a paper<ref>{{:Paper/Pixel Arrays: A fast and elementary method for solving nonlinear systems}}</ref><ref>{{:Paper/Evaluating the Pixel Array Method as Applied to Partial Differential Equations}}</ref> called:[[Paper/Pixel Arrays: A fast and elementary method for solving nonlinear systems|Pixel Arrays: A fast and elementary method for solving nonlinear systems]]. | ||
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Latest revision as of 05:16, 25 February 2022
Semi-tensor product (STP) is a mathematical operator invented by Daizhan Cheng. Related publications are listed here.
- 矩阵半张量积的基本原理与适用领域[1]
- Analysis and Control of Boolean Networks A Semi-tensor Product Approach[2]
- A BRIEF TUTORIAL EXPOSITION OF SEMI-TENSOR PRODUCTS OF MATRICES[3]
- 布尔网络的分析与控制 — 矩阵半张量积方法[4]
David Spivak also presented a paper[5][6] called:Pixel Arrays: A fast and elementary method for solving nonlinear systems.
References
- ↑ "矩阵半张量积的基本原理与适用领域". 系统科学与数学. local page: 中国科学院数学与系统科学研究院. 32 (12): 1488-1496. 2012. doi:10.12341/jssms12028.
- ↑ Cheng, Daizhan; Qi, Hongsheng; Li, Zhiqiang (2011). Analysis and Control of Boolean Networks:A Semi-tensor Product Approach. local page: Springer-Verlag. ISBN 978-0-85729-097-7.
- ↑ Rushdi, Ali Muhammad; Ghaleb, Fares (August 28, 2017). "A BRIEF TUTORIAL EXPOSITION OF SEMI-TENSOR PRODUCTS OF MATRICES". local page: Research Gate.
- ↑ "布尔网络的分析与控制 — 矩阵半张量积方法" (PDF). 自动化学报. local page. 37 (5): 529-540. May 2011.
- ↑ Spivak, David; Dobson, Magdalen R. C.; Kumari, Sapna; Wu, Lawrence (May 14, 2017). "Pixel Arrays: A fast and elementary method for solving nonlinear systems" (PDF). local page: arXiv.
- ↑ Liu, Cynthia; Spivak, David (Aug 6, 2018). "Evaluating the Pixel Array Method as Applied to Partial Differential Equations" (PDF). local page: arXiv.