摘要
信号的奇异性和不规则的结构经常带有大量重要的信息.采用db2小波求突变点的位置和3个参数κ,σ,α,对F(T)=1-|0.5-T|1.1进行了数值计算.
Singularity and irregular structures often carry the most important information in signals. We detect the position of catastrophe point and compute the three parameters κ,σ,αof signal catastrophe point with db2. We measure the particular function f(t) =1-|0. 5-t|1.1;this procedure yields good estimation of the Lipschitz exponent.
出处
《三峡大学学报(自然科学版)》
CAS
2004年第1期84-86,共3页
Journal of China Three Gorges University:Natural Sciences
关键词
信号
突变点
李氏指数
卷积型小波变换
极大模
catastrophe point
Lipschitz exponent
convolution wavelet transform maximum modulus