References
- Daubechies , I. 1992 . “ Ten Lectures on Wavelets ” . Philadelphia : SIAM .
- Cohen , A. , Daubechies , I. and Vial , P. 1993 . Wavelets on the interval and fast wavelet transforms . Application of Computational and Harmonal Analysis , 1 : 54 – 81 .
- Anderson , L. , Hall , N. , Jawerth , B. and Peters , G. 1994 . “ Wavelets on closed subsets of the real line ” . In Recent Advances in Wavelet Analysis , Edited by: Schumaker , L. L. and Webd , G. 1 – 61 . Boston : Academic Press .
- Chui , C. and Quak , E. 1992 . Wavelets on a bounded interval . Numerical Methods of Approximation Theory , 1 : 53 – 57 .
- Plonka , G. , Selig , K. and Tasche , M. 1995 . On the construction of wavelets on a bounded interval . Advance in Computer Mathematics , 4 : 357 – 388 .
- Gao , X. and Zhang , B. 1998 . Interval-wavelets Neural Networks (I)—Theory and Implements . Journal of software , 9 : 217 – 221 .
- Gao , X. and Zhang , B. 1998 . Interval-wavelets Neural Networks (II)—Properties and Experiment . Journal of software , 9 : 245 – 250 .
- Donovan , G. C. , Geronimo , G. , Hardin , D. P. and Massopust , P. 1996 . Construction of orthogonal wavelets using fractal interpolation function . SIAM Journal of Mathematical Analysis , 27 : 1158 – 1192 .
- Jiang , Q. T. 1998 . On the design of multifilter banks and orthonormal multiwavelet bases . IEEE Transactions on Signal Processing , 46 : 3292 – 3303 .
- Hardin , D. P. and Marasovich , J. A. 1999 . Biorthogonal multiwavelets on [−1, 1] . Applilication and Computational Harmonic Analysis , 7 : 34 – 53 .
- Dahmen , W. , Han , B. , Jia , R. Q. and Kunoth , A. 2000 . Biorthogonal multiwavelets on the interval: Cubic Hermite splines . Constructive Approximation , 16 : 221 – 259 .
- Han , B. and Jiang , Q. T. 2002 . Multiwavelets on the interval . Applied and Computational Harmonic Analysis. , 12 : 100 – 127 .
- Wang , H. X. and Johnson , B. R. 2004 . The discrete wavelet transform for a symmetric/anti-symmetric multiwavelet family on the interval . IEEE Transactions on Signal Processing , 52 : 2528 – 2539 .
- Lebrun , J. and Vetterli , M. High order balanced multiwavelets . Proceedings of IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP) . pp. 12 – 15 .
- Lebrun , J. and Vetterli , M. 1998 . Balanced multiwavelets: theory and design . IEEE Transformation on Signal Processing , 46 : 1119 – 1125 .
- Lebrun , J. and Vetterli , M. Balanced multiwavelets . Proceedings of IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP , Vol. 3 , pp. 2473 – 2476 .
- Jiang , Q. T. 2000 . Parametrization of symmetric orthogonal multifilter banks with different filter lengths . Linear Algebra and its Applications , 311 : 79 – 96 .