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We present a new construction approach for symmetric lifted B-spline wavelets on irregular polygonal control meshes defining two-manifold topolgies.
We present a new construction approach for symmetric lifted B-spline wavelets on irregular polygonal control meshes defining two-manifold topologies.
A challenge of recent interest is the construction of wavelets on non- planar, two-manifold domain topologies, like spherical domains, see. SchrSder/Sweldens ...
Abstract We present a new construction approach for symmetric lifted B-spline wavelets on irregular polygonal control meshes defining two-manifold topologies.
We present a new construction approach for symmetric lifted B-spline wavelets on irregular polygonal control meshes defining two-manifold topologies.
Generalizing lifted Tensor-Product Wavelets to Irregular Polygonal Domains. Permalink https://escholarship.org/uc/item/6h87q67b. Authors. Bertram, Martin.
Generalizing lifted tensor-product wavelets to irregular polygonal domains. Data Visualization: The State of the Art 2003: 289-300. no documents available. no ...
Generalizing lifted tensor-product wavelets to irregular polygonal domains. 32. M. Bertram, M.A. Duchaineau, B. Hamann, K.I. Joy. Ranked representation of ...
(2003), Generalizing lifted tensor-product wavelets to irregular polygonal domains (pdf), in: Post, F.H., Nielson, G.M. and Bonneau, G.-P., eds., Data ...
Joy, Generalizing lifted tensor-product wavelets to irregular polygonal domains, Data Visualization: The State of The Art, Kluver Academic Publishers, 2003, pp.