On j-conjugate product of quaternion polynomial matrices
Citation
Wu, Ai-Guo and Liu, Wanquan and Li, Caheng and Duan, Guang-Ren. 2013. On j-conjugate product of quaternion polynomial matrices. Applied Mathematics and Computation. 219: pp. 11223-11232.
Source Title
Applied Mathematics & Computation
ISSN
Collection
Abstract
In this paper, the concept of j-conjugate product over quaternion polynomial matrices is proposed. Further, some interesting properties of the proposed j-conjugate products are derived. By means of j-conjugate product, necessary and sufficient conditions for consimilarity over quaternion matrices are finally established.
Related items
Showing items related by title, author, creator and subject.
-
Udo, Edet Ekpenyong (1991)Fifty three Staphylococcus aureus isolates were obtained from three centres, two hospitals and a private pathology laboratory, and studied for susceptibility to bacteriophages, resistance to antimicrobial agents and plasmid ...
-
Rocco, D.; Ross, J.; Murray, P.; Caccetta, Rima (2016)Short-chain lipid conjugates can increase permeability of a small peptide across human epidermis; however, the emerging lipoaminoacid (LAA) conjugation technique is costly and can deliver mixed synthetic products of varied ...
-
Wu, A.; Feng, G.; Liu, Wan-Quan; Duan, G. (2011)In this paper we propose two new operators for complex polynomial matrices. One is the conjugate product and the other is the Sylvester-conjugate sum. Then some important properties for these operators are proved. Based ...