Abstract

Low-contrast or uneven illumination in real-world images will cause a loss of details and increase the difficulty of pattern recognition. An automatic image illumination perception and adaptive correction algorithm, termed as GLAGC, is proposed in this paper. Based on Retinex theory, the illumination of an image is extracted through the discrete wavelet transform. Two features that characterize the image illuminance are creatively designed. The first feature is the spatial luminance distribution feature, which is applied to the adaptive gamma correction of local uneven lighting. The other feature is the global statistical luminance feature. Through a training set containing images with various illuminance conditions, the relationship between the image exposure level and the feature is estimated under the maximum entropy criterion. It is used to perform adaptive gamma correction on global low illumination. Moreover, smoothness preservation is performed in the high-frequency subband to preserve edge smoothness. To eliminate low-illumination noise after wavelet reconstruction, the adaptive stabilization factor is derived. Experimental results demonstrate the effectiveness of the proposed algorithm. By comparison, the proposed method yields comparable or better results than the state-of-art methods in terms of efficiency and quality.

Highlights

  • IntroductionPublisher’s Note: MDPI stays neutral with regard to jurisdictional claims in published maps and institutional affiliations

  • The discrete wavelet transform (DWT) is used to separate the illuminances in the low-frequency subband, which will be enhanced by adaptive gamma correction considering both the spatial and statistical characteristics of the image

  • The proposed adaptive dual-gamma correction function, global statistics local spatial adaptive dual-gamma correction (GLAGC), which takes into account the γ(Θχ) by Local Spatial Adaptive Gamma Correction (LSAGC) and the γ(Θσ) by global statistics adaptive gamma correction (GSAGC), is given as: γ ( Θ[ χ,σ ] ) = γ ( Θ χ ) × γ ( Θσ )

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Summary

Introduction

Publisher’s Note: MDPI stays neutral with regard to jurisdictional claims in published maps and institutional affiliations. Researchers have proposed many enhancement methods to make these images have a more pleasing visual effect or to obtain high-visibility effects Pixel modulation schemes, such as statistics-based method histogram equalization (HE), directly adjust the pixel intensity of the image to achieve enhancement. Converting pixel information to other domains can yield more internal information of the image, such as discrete Fourier transform, discrete cosine transform (DCT), and discrete wavelet transform (DWT) These solutions achieve effects through filters in the frequency domain and reconstruction in the spatial domain, such as homomorphic filtering, which may result in the loss of potentially useful visual cues [3]. The DWT is used to separate the illuminances in the low-frequency subband, which will be enhanced by adaptive gamma correction considering both the spatial and statistical characteristics of the image.

Related Works
Algorithm defined as
Luminance Extraction in the Wavelet Domain
Result
Global
Regression
Smoothness Preservation
Experiments
GSAGC Tests
Naturalness Preservation
Comparative Experiments
22. Goddess
Full Text
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