Approximation properties of wavelets and relations among scaling moments II |
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| Authors: | Václav Finěk |
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| Institution: | 1.Institut für Numerische Mathematik, Fakult?t Mathematik und Naturwissenschaften,Technische Universitt Dresden,Dresden |
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| Abstract: | A new orthonormality condition for scaling functions is derived. This condition shows a close connection between orthonormality
and relations among discrete scaling moments. This new condition in connection with certain approximation properties of scaling
functions enables to prove new relations among discrete scaling moments and consequently the same relations for continuous
scaling moments. |
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| Keywords: | Orthonormality wavelets approximation properties scaling moments |
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