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MSC: 35J40, 65N30, 65T60
wavelet basis; adaptive wavelet method; finite element method; biharmonic problem
In our contribution, we study different Riesz wavelet bases in Sobolev spaces based on cubic splines satisfying homogeneous Dirichlet boundary conditions of the second order. These bases are consequently applied to the numerical solution of the biharmonic problem and their quantitative properties are compared.
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