Study and construction of the quasi-linear subdivision schemes over bi-regular meshs
type: Dataset
description: Subdivision schemes are commonly used to generate a smooth shape from a much more coarseone. The reverse subdivision is designed to describe a high resolution mesh from a coarse one. Bothof these tools are used in numerous graphical modelisation domains. In this thesis, we focused ontwo distinct aspects: on one hand the construction of quasi-linear subdivision schemes and on theother hand the construction of reverse quad/triangle subdivision schemes. The work, presented inthe context of the subdivision, describes the construction of a new type of subdivision schemes, andtheirs applications to solve some problems coming from the application of linear subdivision schemes.The work presented in the context of the reverse subdivision describes a new method to reverse thequad/triangle subdivision schemes
landing page: https://theses.hal.science/tel-00905806
identifier: NNT: 2012DIJOS093
keyword: approximation
keyword: generation-des-polynomes
keyword: infoeu-reposemanticsdoctoralthesis
keyword: infoinfo-ohcomputer-science-csother-csoh
keyword: interpolation
keyword: mathmath-gmmathematics-mathgeneral-mathematics-mathgm
keyword: polynomial-generation
keyword: polynomial-reproduction
keyword: quadtriangle-subdivision
keyword: quasiinterpolation
keyword: reproduction-des-polynomes
keyword: reverse-subdivision
keyword: schemas-de-subdivision
keyword: schemas-de-subdivision-inverse
keyword: subdivision-quadtriangle
keyword: subdivision-schemes
keyword: theses
issued: 2026-05-08T05:02:03.140394
modified: 2026-05-08T05:02:03.140399
language: fr
contact point: Organization
  fn: CCSD

test_moissonnage_selune
type: Agent

Study and construction of the quasi-linear subdivision schemes over bi-regular meshs
type: Distribution
format: HTML
access URL: https://theses.hal.science/tel-00905806
issued: 2026-05-08T05:02:03.164068
modified: 2026-05-08T05:02:03.119039