Definability and stability of multiscale decompositions for manifold-valued data (Q1926294)
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| Language | Label | Description | Also known as |
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| English | Definability and stability of multiscale decompositions for manifold-valued data |
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Definability and stability of multiscale decompositions for manifold-valued data (English)
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28 December 2012
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This paper studies multiscale decompositions which are analogous to linear biorthogonal wavelets and reviews the known examples based on interpolatory and midpoint-interpolating subdivision rules including the simple Haar wavelets. For definable multiscale decompositions a stability theorem is obtained.
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multiscale decomposition
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upscaling rule
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downscaling rule
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interpolating scheme
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midpoint-interpolating scheme
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biorthogonal wavelets
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Haar wavelets
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stability
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