Algebraic Relations among Four Types of Right Semi-Tensor Product

Chen Nating; Lin Menglei; Li Yiliang

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Algebraic Relations among Four Types of Right Semi-Tensor Product

机译：Algebraic Relations among Four Types of Right Semi-Tensor Product

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In this paper, algebraic relations among four kinds of right semi-tensor product (STP) are discussed. Firstly, this paper provides definitions of right STPs, consisting of the first right matrix-matrix STP, the second right matrix-matrix STP, the first right matrix-vector STP, and the second right matrix-vector STP. Secondly, relations among these right STPs are proposed. Finally, the main results show the convertibility of these right STPs.

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《Mathematical Problems in Engineering: Theory, Methods and Applications》 |2021年第27期|1126757.1-1126757.6|共6页
作者
Chen Nating; Lin Menglei; Li Yiliang;
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Minnan Normal Univ, Sch Math & Stat, Zhangzhou 363400, Fujian, Peoples R China|Minnan Normal Univ, Inst Meteorol Big Data Digital, Zhangzhou 363400, Fujian, Peoples R China;

Shandong Univ, Sch Math, Jinan 250100, Shandong, Peoples R China;

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Algebraic Relations among Four Types of Right Semi-Tensor Product

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