兹定于
地点：光电学院楼401会议室
报告题目：Latest Developments on Multidimensional Systems and Signal Processing（多维系统与信号处理理论的最新发展）
摘要：Multidimensional (n-D) systems refer to systems with dynamics depending on more than one independent variables. During the past several decades, n-D systems have drawn a lot of attention, and considerable research results have been achieved, including modeling, stability, stabilization, filtering and synthesis, etc. This is mainly due to the extensive practical and potential applications of n-D systems in various engineering fields, such as signal and image processing, robust control of uncertain systems, learning control, medical applications, wireless sensor networks, etc. Though the basic consideration of n-D (n≥2 ) system theory can be often viewed as a generalization of the conventional 1-D system theory, there exist deep and substantial differences between the 1-D case and the n-D case, which make the analysis and synthesis of n-D systems much more complicated and difficult than the 1-D case. This talk will give a brief introduction to the n-D systems and the n-D system theory as well as its applications, with an emphasis on the latest developments, accomplished by the author and co-workers, on several important topics such as the applications of computer algebra, especially Grobner basis, in n-D system theory, the H-infinity control of n-D systems, the multidimensional state-space realization and LFR (linear fractional representation) uncertainty modeling.
报告人：日本秋田县立大学电子信息系统学院
报告语言：中文。
欢迎本学院的老师和学生参加。