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Moreover, the set of eigenfunctions with compact support is complete.
The existence of a class of biorthogonal vector-valued wavelets with compact support associated with a pair of biorthogonal vector-valued scaling functions with compact support is discussed.
An algorithm for constructing a class of orthogonal vector-valued wavelets with compact support is proposed.
We characterize the stable invariant integral of a C∞ function with compact support on G/Gσ.
Letμbe an orthogonal measure with compact support of finite length in Cn.
We also present an eighth order cutoff function with compact support.
An explicit parameterization scheme for the level set surface is proposed by using radial basis functions with compact support.
But because of the weight function with compact support, it is complicated to choose fitting method for the best performance.
Smooth filters with compact support from the solutions of the Fokker Planck equations are used within the ALIF method.
We also investigate the spectral properties of −h2Δ + V + ΔV, where ΔV is a smooth positive perturbation with compact support.
In all these cases we describe the spectrum of the Laplacian and all the eigenfunctions with compact support.
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