Title :
The existence of periodic solution to two-dimensional time-varying delay Cohen-Grossberg
Author :
Xiang, Chen ; Hong, Liu ; Huiqin, Wu ; Xudong, Ling
Author_Institution :
Zhenjiang Watercraft Coll. of People´´s Liberation Army, Zhenjiang, China
Abstract :
Based on the previous study and discussion, the coincidence degree theory and continuation theorem are applied to solve the existence of periodic solution to the two-dimensional time-varying delay Cohen-Grossberg in this paper. The study on two-dimension enables us to thick of a complete and clear pattern stored in memory from an incomplete or fuzzy pattern, and hence has a wide and bright application future in the pattern classification and identification. Therefore, studying two-dimension model brings more practical significance.
Keywords :
delays; neural nets; time-varying systems; coincidence degree theory; continuation theorem; pattern classification; pattern identification; periodic solution; two-dimensional time-varying delay Cohen-Grossberg; Artificial neural networks; Bismuth; Delay; Equations; Hardware; Information processing; Mathematical model; Cohen-Grossberg; Delay; Periodic Solution; Time-delay;
Conference_Titel :
Communication Software and Networks (ICCSN), 2011 IEEE 3rd International Conference on
Conference_Location :
Xi´an
Print_ISBN :
978-1-61284-485-5
DOI :
10.1109/ICCSN.2011.6013709
