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Projeto Descrição

homest is a C/C++ library for robust, non-linear
homography estimation. A homography (sometimes
also called a collineation) is a general plane to
plane projective transformation whose estimation
from matched image features is often necessary in
vision tasks. homest computes a homography
estimate that minimizes an appropriate non-linear
cost function defined on matching points (currently
either non-symmetric transfer error, symmetric
transfer error, Sampson error, or reprojection
error) and includes robust regression techniques
for coping with outliers (i.e., mismatched point
pairs). It supports the estimation of fully
projective (8 dof) and affine (6 dof) homographies.

System Requirements

System requirement is not defined
Information regarding Project Releases and Project Resources. Note that the information here is a quote from Freecode.com page, and the downloads themselves may not be hosted on OSDN.

2011-12-19 07:32
1.4

Esta versão melhora a segurança do thread eliminando variáveis globais. Adiciona arquivos de configuração do CMake para criar a biblioteca.
Tags: Stable
This release improves thread safety by eliminating global variables. It adds CMake configuration files for building the library.

2009-07-30 23:10
1.3

A par dos problemas com alinhamento de memória e geração de números aleatórios em sistemas 64-bit foram corrigidos. Argumentos extras foram adicionados às rotinas homografia estimativa que expõem a lista de casos anómalos detectados. Tratamento de erros foi melhorado e mais detalhado saída foi adicionado.
Tags: Stable
A couple of issues with memory alignment and random number generation on 64-bit systems were fixed. Extra arguments were added to homography estimation routines which expose the list of detected outliers. Error handling was improved and more verbose output was added.

2008-07-24 02:31
1.2

Esta versão tem a capacidade de estimar homografias afins, além de seres totalmente projetiva. A interface Matlab MEX foi adicionado.
This release has the ability to estimate affine homographies in addition to fully projective ones. A Matlab MEX interface has been added.

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