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[FSS+04]  Reverse Subdivision Multiresolution for Polygonal Silhouette Error Correction

Foster:2004:RSM (In proceedings)
Author(s)Foster K., Sousa M.C., Samavati F. and Wyvill B.
Title« Reverse Subdivision Multiresolution for Polygonal Silhouette Error Correction »
InProceedings of 4th International Workshop on Computational Geometry and Applications
SeriesLecture Notes in Computer Science
Volume3045
Page(s)247--256
Year2004
PublisherSpringer-Verlag
AddressBerlin · Heidelberg · New York
URLhttp://innovis.cpsc.ucalgary.ca/3DWeb/projects/PolygonSilhouetteErrorRemoval/index.htm

Abstract
This paper presents a method for automatic removal of artifacts that appear in silhouettes extracted from polygonal meshes due to the discrete nature of meshes and numerical instabilities. The approach works in object space on curves made by chaining silhouette edges and uses multiresolution techniques based on a reverse subdivision method. These artifact-free curves are then rendered in object-space as weighted 3D triangle-ribbon strips.

BibTeX code
@inproceedings{Foster:2004:RSM,
  opteditor = {},
  optpostscript = {},
  www = {http://springerlink.metapress.com/link.asp?id=u558g388cuhdtgt2},
  optnote = {},
  optorganization = {},
  author = {Kevin Foster and Sousa, Mario Costa and Faramarz F. Samavati and
            Brian Wyvill},
  optkey = {},
  series = LNICS,
  optannote = {},
  url = {http://innovis.cpsc.ucalgary.ca/3DWeb/projects/PolygonSilhouetteErrorRemoval/index.htm},
  address = SpringerAdr,
  localfile = {papers/Foster.2004.RSM.pdf},
  optisbn = {},
  publisher = SpringerPub,
  optmonth = {},
  optciteseer = {},
  doi = {http://dx.doi.org/10.1007/b98053},
  volume = {3045},
  optcrossref = {},
  booktitle = {Proceedings of 4th International Workshop on Computational
               Geometry and Applications},
  optnumber = {},
  abstract = {This paper presents a method for automatic removal of artifacts
              that appear in silhouettes extracted from polygonal meshes due to
              the discrete nature of meshes and numerical instabilities. The
              approach works in object space on curves made by chaining
              silhouette edges and uses multiresolution techniques based on a
              reverse subdivision method. These artifact-free curves are then
              rendered in object-space as weighted 3D triangle-ribbon strips.},
  title = {{R}everse {S}ubdivision {M}ultiresolution for {P}olygonal
           {S}ilhouette {E}rror {C}orrection},
  year = {2004},
  pages = {247--256},
}

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