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Inpainting basado en aprendizaje de diccionarios en mallas triangularesDictionary learning-based inpainting on triangular meshes
(Universidade Federal FluminenseBR, 2017)
Generating segmented meshes from textured color images
(ACADEMIC PRESS INC ELSEVIER SCIENCE, 2009)
This paper presents a new framework for generating triangular meshes from textured color images. The proposed framework combines a texture classification technique, called W-operator, with Imesh, a method originally conceived ...
Topological triangle characterization with application to object detection from images
(ELSEVIER SCIENCE BV, 2008)
A novel mathematical framework inspired on Morse Theory for topological triangle characterization in 2D meshes is introduced that is useful for applications involving the creation of mesh models of objects whose geometry ...
Generating Segmented Quality Meshes from Images
(SPRINGER, 2009)
Techniques devoted to generating triangular meshes from intensity images either take as input a segmented image or generate a mesh without distinguishing individual structures contained in the image. These facts may cause ...
Triangular mesh parameterization with trimmed surfaces
(Springer-Verlag France, 2015-04-28)
Given a 2-manifold triangular mesh M subset of R-3, with border, a parameterization of M is a FACE or trimmed surface F = {S, L-0, ... , L-m. F is a connected subset or region of a parametric surface S, bounded by a set ...
Triangular mesh parameterization with trimmed surfaces
(Springer Verlag, 2015)
Given a 2manifold triangular mesh \(M \subset {\mathbb {R}}^3\), with border, a parameterization of \(M\) is a FACE or trimmed surface \(F=\{S,L_0,\ldots, L_m\}\) -- \(F\) is a connected subset or region of a parametric ...
A survey on finite volume schemes using triangular meshes
(Universidade Federal de Lavras (UFLA), 2010)
Hessian eigenfunctions for triangular mesh parameterization
(SciTePress, 2016-02-27)
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian functional H for Dimensionality Reduction (DR) of a sampled manifold M. This article presents a variation of classic HLLE for ...
Hessian eigenfunctions for triangular mesh parameterization
(SciTePress, 2016-02-27)
Hessian Locally Linear Embedding (HLLE) is an algorithm that computes the nullspace of a Hessian functional H for Dimensionality Reduction (DR) of a sampled manifold M. This article presents a variation of classic HLLE for ...
Exact and parallel intersection of 3d triangular meshes
(Rensselaer Polytechnic Institute, 2018)