In this paper a pair of wavelets are constructed on the basis of Hermite cubic splines. These wavelets are in C1 and supported on [−1,1].
In this paper a pair of wavelets are constructed on the basis of Hermite cubic splines. These wavelets are in C1 and supported on [−1, 1].
In this paper we shall construct wavelet bases of Hermite cubic splines on the interval. These wavelet bases are suitable for numerical solutions of ...
Abstract. In 2000, W. Dahmen et al. proposed a construction of biorthogonal multi-wavelets adapted to the interval [0,1] on the basis of Hermite cubic ...
In 2000, W. Dahmen et al. proposed a construction of biorthogonal multi-wavelets adapted to the interval [0,1] on the basis of Hermite cubic splines.
In this paper a pair of wavelets are constructed on the basis of Hermite cubic splines. These wavelets are in C 1 and supported on [−1,1].
Abstract. In 2000, W. Dahmen et al. designed biorthogonal multi-wavelets adapted to the interval [0,1] on the basis of. Hermite cubic splines.
People also ask
What is the difference between a cubic spline and a cubic hermite?
What is the Hermite cubic spline curve?
What is the difference between Bezier and hermite splines?
What is Hermite cubic interpolation?
Wavelets of Hermite cubic splines on the interval - ResearchGate
www.researchgate.net › ... › Splines
In 2000, W. Dahmen et al. proposed a construction of biorthogonal multi-wavelets adapted to the interval [0,1] on the basis of Hermite cubic splines.
The wavelet bases of Hermite cubic splines on the interval have good properties, i.e., ... [13] Jia, R. Q. and Liu, S. T. Wavelet bases of Hermite cubic splines ...
Here we shall construct wavelet basis of Hermite cubic splines on the interval. These wavelet basis are suitable for numerical solutions of integral equations.