一类非对称离散Hopfieid网络的收敛性

CONVERGENCE IN A CLASS OF ASYMMETRICDISCRETE HOPFIELD NETWORKS

讨论了一类特殊的非对称离散Ｈｏｐｆｉｅｌｄ网格在串行和并行两种方式下的收敛性问题。证明了该类网络在串行方式下至多经２ｎ步（ｎ为神经元个数）可收敛到平衡点；在并行方式下或者收敛到一平衡点或者进人２─圈。

The convergence of a special kind of asymmetric discrete Hop field Networks working under parallel and serial styles is discussed.It has been proved that this kind of network under serial style can converge on the balance point through at the most Zn steps.Under the parallel it will converge on a balance point or enter 2--cycle.