Abstract

In this paper, a new edge detection method is proposed where multi-scale anisotropic Gaussian kernels (AGKs) are used to obtain an edge map from an input image. The main advantage of the proposed method is that high edge detection accuracy and edge resolution are attained while maintaining good noise robustness. The proposed method consists of three aspects: First, anisotropic Gaussian directional derivatives (AGDDs) are derived from the AGKs which are used to acquire local intensity variation from an input image with multiple scales. Second, multi-scale AGDD based edge strength maps (ESMs) are fused into a new ESM with high edge resolution and little edge stretch effect which has the ability to solve the contradiction issue between noise robustness and accurate edge extraction. Third, the fused ESM is embedded into the framework of Canny detection for obtaining edge contours. Finally, the criteria on precision-recall curve, detection accuracy, and noise robustness are used to evaluate the proposed detector against four state-of-the-art methods. The experimental results show that our proposed detector outperforms all the other tested edge detection methods.

Highlights

  • EDGE detection is a very important basic operation in image understanding and image processing

  • This paper focuses on the differential-based edge detection methods

  • The experimental results show that the proposed method is of very high quality

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Summary

INTRODUCTION

EDGE detection is a very important basic operation in image understanding and image processing. Edge detection methods such as Prewitt [6], Rosenfeld and Thurston [15], and Lyvers and Mitchell [16] methods used local gradient operators to extract edge contours from an input image It is indicated in [5], [8] that the aforementioned methods [6], [15], [16] are sensitive to noise and cannot accurately obtain intensity variation information from an input image. Multi-scale anisotropic directional derivatives (AGDDs) are derived from multiscale anisotropic Gaussian kernels (AGKs) to form the edge strength maps (ESMs). The ESMs at the small, mid-range and large scales are complementary in attributes For this reason, the proposed ESM is fused by a multi-scale multiplication technique which has high edge resolution, edge localization, and noise robustness.

MULTI-SCALE MULTIPLICATION TECHNIQUE
ANISOTROPIC GAUSSIAN KERNELS AND ANISOTROPIC
DISCRETE AGDD FILTERS AND FUSED ESM
CONTRAST EQUALIZATION AND NOISE STATISTIC
PROPOSED EDGE DETECTION METHOD
EXPERIMENTAL RESULTS AND PERFORMANCE EVALUATION
EXPERIMENTAL CONFIGURATION
CONCLUSION

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