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Erschienen in: Granular Computing 4/2023

19.10.2022 | Original Paper

Fuzzy histogram equalization of hazy images: a concept using a type-2-guided type-1 fuzzy membership function

verfasst von: Nabeeha Abbasi, Mohammad Farhan Khan, Ekram Khan, Afra Alruzaiqi, Rami Al-Hmouz

Erschienen in: Granular Computing | Ausgabe 4/2023

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Abstract

Hazy conditions, which are one of the most deleterious atmospheric scenarios, deteriorate the accuracy of autonomous vision systems during underwater, ground, and aerial operations. To improve the accuracy of these vision systems, various dehazing algorithms have been adopted in the literature. Histogram equalization is one of the most widely used low-cost image enhancement algorithms. It can be used to suppress the hazy effects in images by transforming the intensity levels of the images to new levels. However, a conventional histogram equalization method tends to degrade the natural appearance of the processed images by introducing artifacts. To overcome the limitations of histogram equalization and handle complex histogram fluctuations, a type-2-guided fuzzy logic rule is suggested in this paper. In the proposed method, the footprint of uncertainty in the fuzzy membership function is circumscribed by considering the wider region across the skeleton membership function. The purpose of adopting the footprint of uncertainty in the membership function is to handle the wide variation of hazy effects in the input images. The simulation results show that the proposed method can be used to suppress the hazy effect in input images and enhance the scene details more efficiently than contemporary histogram equalization methods for a wide range of hazy test images.

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Metadaten
Titel
Fuzzy histogram equalization of hazy images: a concept using a type-2-guided type-1 fuzzy membership function
verfasst von
Nabeeha Abbasi
Mohammad Farhan Khan
Ekram Khan
Afra Alruzaiqi
Rami Al-Hmouz
Publikationsdatum
19.10.2022
Verlag
Springer International Publishing
Erschienen in
Granular Computing / Ausgabe 4/2023
Print ISSN: 2364-4966
Elektronische ISSN: 2364-4974
DOI
https://doi.org/10.1007/s41066-022-00351-0

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