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Line matching method based on affine invariant feature and homography

A homography matrix and affine invariant technology, applied in image analysis, instrumentation, computing, etc., can solve problems such as low efficiency, loss of topological relationship of line segments, lack of constraint relationship of line matching, etc., to achieve accurate transmission and improve matching accuracy rate, reducing search difficulty

Inactive Publication Date: 2013-02-13
WUHAN UNIV +1
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Problems solved by technology

[0003] However, compared to point matching, line segment matching is technically more difficult, mainly due to (Schmid and Zisserman 1997; Baillard and Zisserman 2000): (1) Extracting line segments from images, most of the line segments are broken, and the topological relationship between line segments has been Lost; (2) Point matching has a strong constraint relationship such as epipolar geometry, while line matching lacks such a constraint relationship
[0004] At present, most digital photogrammetry systems in the world search for points with the same name through epipolar geometric constraints, but epipolar constraints cannot provide one-to-one correspondence between feature points.
Some researchers proposed to use the image points of the same name to form a triangulation to constrain the search range of the same-name straight line. This method requires pre-triangulation, and the efficiency is not high.

Method used

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  • Line matching method based on affine invariant feature and homography
  • Line matching method based on affine invariant feature and homography
  • Line matching method based on affine invariant feature and homography

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Embodiment

[0049] The experimental data of this embodiment are as figure 1 and figure 2 As shown, the spatial resolution is high, and the coverage is relatively large, covering types of objects such as buildings, roads, vegetation, and bare land.

[0050] The line matching method based on affine invariant feature and homography matrix of the present embodiment comprises the following steps:

[0051] Step 1. Obtain the optimal homography matrix between remote sensing image pairs.

[0052] This embodiment uses the RANSAC iterative algorithm based on affine invariant feature matching to obtain the optimal homography matrix between remote sensing image pairs. The specific algorithm is as follows:

[0053] 1. Use MSER as an affine invariant feature extraction operator and SIFT as a feature description operator to perform feature extraction of two images and generate feature vectors;

[0054] II. Perform distance calculation between the feature vectors of the two images to obtain matching ...

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Abstract

The invention relates to a line matching method based on affine invariant feature and homography. As line matching is lack of an effective geometric constraint of an epipolar line in point matching. A homography constraint is introduced as the geometric constraint of line segment matching to make up the defect that the line segment matching is lack of a strong geometric constraint. The invention additionally discloses a line segment automatic matching method based on the homography constraint. Line segments are transmitted and sleeved among images through the homography constraint, so that the searching difficulty for the line segments of the same name is reduced, and the matching accuracy is improved; the line segments of the same name are backwards searched after primary matching, so that matching errors are removed, and the matching accuracy is further improved. The method achieves the line segment automatic matching for remote-sensing image pairs.

Description

technical field [0001] The invention relates to a matching method of remote sensing images, in particular to a line matching method based on affine invariant features and a homography matrix. Background technique [0002] Using line features as matching primitives has obvious advantages in some specific applications, such as in 3D reconstruction of buildings (Habib 1998). This is because: the buildings on the image contain a large number of straight line segments; the straight line segments are easy to detect and mostly have clear physical meaning; line features have more descriptive geometric constraints than point features, and are more reliable. [0003] However, compared to point matching, line segment matching is technically more difficult, mainly due to (Schmid and Zisserman 1997; Baillard and Zisserman 2000): (1) Extracting line segments from images, most of the line segments are broken, and the topological relationship between line segments has been (2) Point matchi...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): G06T7/00
Inventor 龚健雅程亮李满春胡灵刘永学陈振杰王结臣
Owner WUHAN UNIV
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