摘要
根据二进连续和二进导数的概念 ,讨论了二进连续与二进可导的关系 :二进可导 ,一定二进连续 ;二进连续 ,不一定二进可导 .并且得出了W变换的逆变换 。
In the light of the concepts of dyadic continuous and dyadic derivative,this paper discusses the relation between dyadic continuous and dyadic derivative:if it is dyadic differentiable,then it is dyadic continuous;if it is dyadic continuous,then it is not definitely dyadic differentiable.it also concludes that walsh trasform is dyadic continuous.
出处
《天津理工学院学报》
2002年第1期39-40,共2页
Journal of Tianjin Institute of Technology
