Results 11 to 20 of about 728 (254)
Biorthogonal Wavelet on a Logarithm Curve ℂ
According to the length-preserving projection and Euler discretization method, biorthogonal wavelet function on a smooth curve C is constructed in this paper, such as a logarithm curve.
Xiaohui Zhou, Gang Wang
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Refinement equations and spline functions [PDF]
In this paper, we exploit the relation between the regularity of refinable functions with non-integer dilations and the distribution of powers of a fixed number modulo 1, and show the nonexistence of a non-trivial {\bf C}^{\infty} solution of the refinement equation with non-integer dilations.
Arturas Dubickas, Zhiqiang Xu 0001
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A Brief Survey of the Graph Wavelet Frame
In recent years, the research of wavelet frames on the graph has become a hot topic in harmonic analysis. In this paper, we mainly introduce the relevant knowledge of the wavelet frames on the graph, including relevant concepts, construction methods, and
Jie Zhou, Zeze Zhang
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HOW TO REFINE POLYNOMIAL FUNCTIONS [PDF]
Research on refinable functions in wavelet theory is mostly focused to localized functions. However it is known, that polynomial functions are refinable, too. In our paper we investigate on conversions between refinement masks and polynomials and their uniqueness.
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High Balanced Biorthogonal Multiwavelets with Symmetry
Balanced multiwavelet transform can process the vector-valued data sparsely while preserving a polynomial signal. Yang et al. (2006) constructed balanced multiwavelets from the existing nonbalanced ones.
Youfa Li +3 more
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Refinable functions for dilation families [PDF]
Advances in Computational Mathematics, 36 (3)
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Time refinement in a functional synchronous language [PDF]
Concurrent and reactive systems often exhibit multiple time scales. This situation occurs, for instance, in the discrete simulation of a sensor network where the time scale at which agents communicate is very different from the time scale used to model the internals of an agent.The paper presents reactive domains to simplify the programming of such ...
Mandel, Louis +2 more
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This paper is concerned with analyzing the mathematical properties, such as the regularity and stability of nonstationary biorthogonal wavelet systems based on exponential B-splines.
Yeon Ju Lee, Jungho Yoon
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Refinements of Fejér’s inequality for convex functions [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kuei-Lin Tseng +2 more
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Some Refinements of Inequalities for Circular Functions [PDF]
We give new lower bound and upper bound for Papenfuss‐Bach inequality and improve Ruehr‐Shafer inequality by providing a new lower bound.
Zhengjie Sun, Ling Zhu
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