Cartoon-Looking Rendering of 3D-Scenes
Philippe Decaudin.
INRIA, Universite de Technologie de Compiegne, No. 2919, France, June,
1996. [BibTeX]
Computer-Generated Pen-and-Ink Illustration
George Winkenbach, David H. Salesin.
Department of Computer Science & Engineering, No. 94-01-08b, University of Washington, Seattle, WA 98195, 23 June,
1994. [BibTeX]
Creating High Quality Hatching Illustrations
Johannes Zander, Tobias Isenberg, Stefan Schlechtweg, Thomas Strothotte.
Department of Computer Science, Otto-von-Guericke University of Magdeburg, No. 12/2004, Germany,
2004. [BibTeX]
Dynamics by Hybrid Combination of Photorealistic and Non-Photorealistic Rendering Styles
Roland Jesse, Tobias Isenberg, Bernd Nettelbeck, Thomas Strothotte.
Department of Computer Science, University of Magdeburg, No. 5/2004, Germany,
2004. [BibTeX]
Expressive Distortion of Strokes and 3D Meshes
Petra Neumann, Tobias Isenberg, M. Sheelagh T. Carpendale, Thomas Strothotte.
Department of Computer Science, University of Calgary, No. Technical Report 2005-776-07, Canada, March,
2005. [BibTeX]
Fast Visualization of Object Contours by Non-Photorealistic Volume Rendering
Balázs Csébfalvi, Lukas Mroz, Helwig Hauser, Andreas König, M. Eduard Gröller.
2001. [BibTeX]
G-Strokes: A Concept for Simplifying Line Stylization
Tobias Isenberg, Angela Brennecke.
Department of Computer Science, University of Calgary, No. 2005-780-11, Canada, April,
2005. [BibTeX]
Genetic Painting: A Salience Adaptive Relaxation Technique for Painterly Rendering
John P. Collomosse, Peter M. Hall.
University of Bath, No. CSBU-2003-02, UK, October,
2004. [BibTeX]
Harnessing Real-World Depth Edges with Multiflash Imaging
Kar-han Tan, Rogerio Feris, Matthew Turk, J. Kobler, Jingyi Yu, Ramesh Raskar.
MERL (Mitsubishi Electric Research Laboratories, No. TR2005-067, December,
2005. [BibTeX]
Interleaved Dimension Decomposition
Author(s): Manfred Kopp, Werner Purgathofer.
Technical Report: Institute of Computer Graphics and Algorithms, Vienna University of Technology, No. TR-186-2-98-03, A-1040 Karlsplatz 13/186/2, January,
1998.
[BibTeX] 
Abstract:
Wavelets in 2D or higher dimensions are often generated by a decomposition scheme from 1D wavelets. There are two decomposition schemes called the standard and the nonstandard decomposition which are used in most applications of higher dimensional wavelets. This paper introduces a new decomposition method, the interleaved dimension decomposition and compares its advantages and disadvantages with the other decompositions. Based on the properties of the interleaved dimension decomposition, applications to computer graphics are sketched including multiresolution painting, morphing in 2D and 3D, and image compression.