'Biorthogonal wavelets' presentation slideshows

Subdivision: From Stationary to Non-stationary scheme.

Subdivision: From Stationary to Non-stationary scheme. Jungho Yoon Department of Mathematics Ewha W. University. Data Type. Sampling/Reconstruction. How to Sample/Re-sample ? - From Continuous object to a finite point set How to handle the sampled data

505 views • 44 slides

Biorthogonal Wavelets

Biorthogonal Wavelets. Ref: Rao & Bopardikar, Ch.4 Jyun-Ming Chen Spring 2001. Ortho normal bases further simplify the computation. Why is orthogonality useful. Ortho v. Non-Ortho Basis. Sum of projection vectors !?. Dual Bases. Dual Basis. a 1 -a 2 and b 1 -b 2 are biorthogonal.

729 views • 23 slides

Chairman:Hung -Chi Yang Presenter: Yu-Kai Wang Advisor: Dr. Yeou-Jiunn Chen Date: 2013.3.6

158 views • 5 slides