Title: K-Clustered Tensor Approximation: A Sparse Multilinear Model for Real-Time Rendering
Authors: Tsai, Yu-Ting
Shih, Zen-Chung
資訊工程學系
Department of Computer Science
Keywords: Algorithms;Real-Time rendering;multidimensional data analysis;tensor approximation;sparse representation
Issue Date: 1-May-2012
Abstract: With the increasing demands for photo-realistic image synthesis in real time, we propose a sparse multilinear model, which is named K-Clustered Tensor Approximation (K-CTA), to efficiently analyze and approximate large-scale multidimensional visual datasets, so that both storage space and rendering time are substantially reduced. K-CTA not only extends previous work on Clustered Tensor Approximation (CTA) to exploit inter-cluster coherence, but also allows a compact and sparse representation for high-dimensional datasets with just a few low-order factors and reduced multidimensional cluster core tensors. Thus, K-CTA can be regarded as a sparse extension of CTA and a multilinear generalization of sparse representation. Experimental results demonstrate that K-CTA can accurately approximate spatially varying visual datasets, such as bidirectional texture functions, view-dependent occlusion texture functions, and biscale radiance transfer functions for efficient rendering in real-time applications.
URI: http://dx.doi.org/19
http://hdl.handle.net/11536/16316
ISSN: 0730-0301
DOI: 19
Journal: ACM TRANSACTIONS ON GRAPHICS
Volume: 31
Issue: 3
End Page: 
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