1 Introduction Wavelets for Computer Graphics: A Primer Part 1 y (2008)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
Wavelets are a mathematical tool for hierarchically decomposing
1 Introduction Wavelets for Computer Graphics: A Primer Part 1 y (2008)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
Wavelets are a mathematical tool for hierarchically decomposing
Abstract Global Illumination of Glossy Environments Using Wavelets and Importance y (2008)
Per H. Christensen, Eric J. Stollnitz, David H. Salesin, Tony D. Derose
We show how importance-driven refinement and a wavelet basis can be combined to provide an efficient solution to the global illumination problem with glossy and diffuse reflections. Importance is...
1 Introduction Wavelets for Computer Graphics: A Primer Part 2 y (2008)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
Wavelets are a mathematical tool for hierarchically decomposing
Abstract Wavelet Radiance y (2008)
Per H. Christensen, Eric J. Stollnitz, Tony D. Derose, David H. Salesin
In this paper, we show how wavelet analysis can be used to provide an efficient solution method for global illumination with glossy and diffuse reflections. Wavelets are used to sparsely represent...
Tony D. Derose, Tony D. Derose
1996 by Morgan Kaufmann Publishers. For information on the book call 800-745-7323 or email orders@mkp.com or see the MKP web site at www.mkp.com. Copyright 1996 Morgan Kaufmann Publishers, Inc. All...
An Intuitive Approach to Geometric Continuity for Parametric Curves and Surfaces. (2002)
DeRose, Tony D., Barsky, Brian A.
This report defines the nth order geometric continuity for parametric curves and surfaces, and derived the Beta constraints that are necessary and sufficient for it. Derivation of the Beta...
An Adaptive Subdivision Method with Crack Prevention for Rendering Beta-Spline Objects. (1998)
Barsky,Brian A., DeRose,Tony D., Dippe,Mark D.
Adaptive subdivision is a method of creating polygonal approximations to spline surfaces. An adaptive subdivision algorithm takes an input a spline surface and a tolerance epsilon, and outputs a...
Near-Optimal Speedup of Graphics Algorithms Using Multigauge Parallel Computers. (1998)
DeRose, Tony D., Snyder, Lawrence, Yang, Chyan
A multigauge computer can have its datapath split into independent datapaths that execute operations on small data concurrently. This paper explains how certain forms of multigauge processing can be...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1997)
Tony D. Derose, Michael Lounsbery, Joe Warren
Multiresolution analysis provides a useful and efficient tool for representing shape and analyzing features at multiple levels of detail. Although the technique has met with considerable success when...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1997)
Michael Lounsbery, Tony D. Derose, Joe Warren
Multiresolution analysis and wavelets provide useful and efficient tools for representing functions at multiple levels of detail. Wavelet representations have been used in a broad range of...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1997)
Michael Lounsbery, Tony D. Derose, Joe Warren
this article, we present a new class of wavelets, based on subdivision surfaces, that radically extends the class of representable functions. Whereas previous two-dimensional methods were restricted...
Global Illumination of Glossy Environments using Wavelets and Importance (1996)
Per H. Christensen, Eric J. Stollnitz, David H. Salesin, Tony D. Derose
We show how importance-driven refinement and a wavelet basis can be combined to provide an efficient solution to the global illumination problem with glossy and diffuse reflections. Importance is...
Wavelets for Computer Graphics: A Primer, part 1 (1995)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
Wavelets are a mathematical tool for hierarchically decomposing functions. They allow a function to be described in terms of a coarse overall shape, plus details that range from broad to narrow....
Wavelets for Computer Graphics: A Primer - Part 1 (1995)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
Introduction Wavelets are a mathematical tool for hierarchically decomposing functions. They allow a function to be described in terms of a coarse overall shape, plus details that range from broad to...
Wavelets for computer graphics: A primer (1995)
Eric J. Stollnitz, Eric J. Stollnitz, Tony D. Derose, Tony D. Derose, David H. Salesin, David H. Salesin
Wavelets for Computer Graphics: A Primer (1994)
Eric Stollnitz Tony, Tony D. Derose, David H. Salesin
this paper. This work was supported by NSF Presidential and National Young Investigator awards (CCR-8957323 and CCR-9357790), by an NSF Graduate Research Fellowship, by the University of Washington...
Per H. Christensen, Eric J. Stollnitz, Tony D. Derose, David H. Salesin
In this paper, we show how wavelet analysis can be used to provide an efficient solution method for global illumination with glossy and diffuse reflections. Wavelets are used to sparsely represent...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1994)
Michael Lounsbery, Tony D. Derose, Joe Warren
Multiresolution analysis and wavelets provide useful and efficient tools for representing functions at multiple levels of detail. Wavelet representations have been used in a broad range of...
Per H. Christensen, Eric J. Stollnitz, David H. Salesin, Tony D. Derose
In this paper, we show how wavelet analysis can be used to provide an efficient solution method for global illumination with glossy and diffuse reflections. Wavelets are used to sparsely represent...
Wavelets for Computer Graphics: A Primer (1994)
David H. Salesin, Eric Stollnitz, Eric J. Stollnitz, Tony D. Derose, Tony D. Derose
this paper. This work was supported by NSF Presidential and National Young Investigator awards (CCR-8957323 and CCR-9357790), by an NSF Graduate Research Fellowship, by the University of Washington...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1994)
Michael Lounsbery, Tony D. Derose, Joe Warren
Multiresolution analysis and wavelets provide useful and efficient tools for representing functions at multiple levels of detail. Wavelet representations have been used in a broad range of...
Global Illumination of Glossy Environments using Wavelets and Importance (1994)
Per H. Christensen, Eric J. Stollnitz, David H. Salesin, Tony D. Derose
We show how importance-driven refinement and a wavelet basis can be combined to provide an efficient solution to the global illumination problem with glossy and diffuse reflections. Importance is...
Wavelets for Computer Graphics: A Primer (1994)
Eric J. Stollnitz, Tony D. Derose, David H. Salesin
this paper. This work was supported by NSF Presidential and National Young Investigator awards (CCR-8957323 and CCR-9357790), by an NSF Graduate Research Fellowship, by the University of Washington...
Toolglass and magic lenses: The see-through interface (1993)
Eric A. Bier, Maureen C. Stone, Ken Pier, William Buxton, Tony D. Derose
Toolglass ™ widgets are new user interface tools that can appear, as though on a transparent sheet of glass, between an application and a traditional cursor. They can be positioned with one hand...
Toolglass and magic lenses: The see-through interface (1993)
Eric A. Bier, Maureen C. Stone, Ken Pier, William Buxton, Tony D. Derose
Toolglass ™ widgets are new user interface tools that can appear, as though on a transparent sheet of glass, between an application and a traditional cursor. They can be positioned with one hand...
Toolglass and Magic Lenses: The See-Through Interface (1993)
Eric A. Bier, Maureen C. Stone, Ken Pier, William Buxton, Tony D. Derose
Toolglass widgets are new user interface tools that can appear, as though on a transparent sheet of glass, between an application and a traditional cursor. They can be positioned with one hand while...
Multiresolution Analysis for Surfaces of Arbitrary Topological Type (1993)
Tony D. Derose, Michael Lounsbery, Joe Warren
Multiresolution analysis provides a useful and efficient tool for representing shape and analyzing features at multiple levels of detail. Although the technique has met with considerable success when...
Functional Composition Algorithms via Blossoming (1993)
Tony D. Derose, Ronald N. Goldman, Hans Hagen, Stephen Mann
In view of the fundamental role that functional composition plays in mathematics, it is not surprising that a variety of problems in geometric modeling can be viewed as instances of the following...
Thesis (Ph. D.)--University of California, Berkeley, 1985.