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An Improved Randomized Local Binary Features for Keypoints Recognition

delete2018-06-14
delete5
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OA
AI
张
张金明 (Jinming Zhang) *
Z
Zuren Feng
J
Jinpeng Zhang
G
Gang Li
DOI:10.3390/s18061937delete
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Abstract

Abstract

En 中文
In this paper, we carry out researches on randomized local binary features. Randomized local binary features have been used in many methods like RandomForests, RandomFerns, BRIEF, ORB and AKAZE to matching keypoints. However, in those existing methods, the randomness of feature operators only reflects in sampling position. In this paper, we find the quality of the binary feature space can be greatly improved by increasing the randomness of the basic sampling operator. The key idea of our method is to use a Randomized Intensity Difference operator (we call it RID operator) as a basic sampling operator to observe image patches. The randomness of RID operators are reflected in five aspects: grids, position, aperture, weights and channels. Comparing with the traditional incompletely randomized binary features (we call them RIT features), a completely randomized sampling manner can generate higher quality binary feature space. The RID operator can be used on both gray and color images. We embed different kinds of RID operators into RandomFerns and RandomForests classifiers to test their recognition rate on both image and video datasets. The experiment results show the excellent quality of our feature method. We also propose the evaluation criteria for robustness and distinctiveness to observe the effects of randomization on binary feature space.
Keywords:
binary feature
keypoints recognition
random ferns
random forests
ORB
SIFT
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Key information extracted from the uploaded paper, including a brief overview, abstract, background, key highlights, visual analysis, and future outlook.

Journal

Sensors cover
Sensors
IF:
3.5
Papers:
7.2W
Citations:
20.9W

Organization

X
xi'an jiaotong university
Scholars:
9.3W
Papers: 6.7W
Citations: 75
C
chinese academy of sciences
Scholars:
56.7W
Papers: 45.0W
Citations: 704
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