Special Issue: Recent Theory Developments in Semi-tensor Product of Matrices and its Applications
Guest Editors
Dr. Jun-e Feng
Shandong University, Jinan, PR China
Email: fengjune@sdu.edu.cn
Dr. Haitao Li
Shandong Normal University, Jinan, PR China
Email: lihaitao_sdu@163.com
Dr. Yang Liu
Zhejiang Normal University, Zhejiang, PR China
Email: liuyang@zjnu.edu.cn
Dr. Jianquan Lu
Southeast University, Nanjing, PR China
Email: jqluma@seu.edu.cn
Dr. Hongli Lyu
Lakehead University, Thunder Bay, P7B5E1, Ontario, Canada
Email: h-lyu1@lakeheadu.ca
Dr. Yuhu Wu
Dalian University of Technology, Dalian, PR China
Email: wuyuhu@dlut.edu.cn
Manuscript Topics
We are pleased to introduce this special issue on “Recent theory developments in semi-tensor product of matrices and its applications”, which indicates that the theory and application of semi-tensor product of matrices (STP) have made new progress. STP was first proposed by Daizhan Cheng, a researcher of Chinese Academy of Sciences. As the extension of traditional matrix multiplication, STP overcomes the dimension limitation and non-commutativity. Under the framework of STP, finite valued dynamic systems can be equivalently transformed into their algebraic forms, by which many theoretical properties were obtained. Besides, algebraic structure of finite algebra has been deeply investigated. With the subsequent development, STP has become an effective tool to process high-dimensional array operations, and developed in the research of control systems, coding theory, finite automata and other mathematical and physical problems. This shows that STP as a new mathematical theory initiated by Chinese people, plays an important role in describing multilinear mappings of finite dimensional spaces. Moreover, its related concepts and ideas show great vitality and theoretical value, and have penetrated into many critical fields.
This special issue aims to provide a platform for researchers to share and exchange original research in the theory and application fields of STP. We sincerely hope that researchers in relevant fields can take advantage of this opportunity to report the recent results to the scientific community. The list of possible topics includes, but is not limited to:
• Mathematical logic
• Algebra
• Topology
• Lattice theory
• Differential geometry
• Logical dynamic systems
• Game theory
• Coding theory
• Multi-agent systems
• Finite automata
• Digital circuit design and fault diagnosis
• Fuzzy control
• Network query and remote sensing operation
• Internal combustion engine
• Smart home
Instructions for authors
https://aimspress.com/mmc/news/solo-detail/instructionsforauthors
Please submit your manuscript to online submission system
https://aimspress.jams.pub/
Authors must specify the paper selection during their submission for “SI: STP”.