MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise

In this study, an edge-preserving nonlinear filter is proposed to reduce multiplicative noise by using a filter structure based on mathematical morphology. This method is called the minimum index of dispersion (MID) filter. MID is an improved and extended version of MCV (minimum coefficient of varia...

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Main Authors: Ibrahim Furkan Ince, Omer Faruk Ince, Faruk Bulut
Format: Article
Language:English
Published: MDPI AG 2019-08-01
Series:Electronics
Subjects:
Online Access:https://www.mdpi.com/2079-9292/8/9/936
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spelling doaj-50175bdd95604566b67c03bf9209c7632020-11-25T01:31:31ZengMDPI AGElectronics2079-92922019-08-018993610.3390/electronics8090936electronics8090936MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative NoiseIbrahim Furkan Ince0Omer Faruk Ince1Faruk Bulut2Department of Electronics Engineering, Kyungsung University, Busan 48434, KoreaCenter for Intelligent &amp; Interactive Robotics, Korea Institute of Science and Technology, Seoul 02792, KoreaDepartment of Computer Engineering, Istanbul Rumeli University, Istanbul 34570, TurkeyIn this study, an edge-preserving nonlinear filter is proposed to reduce multiplicative noise by using a filter structure based on mathematical morphology. This method is called the minimum index of dispersion (MID) filter. MID is an improved and extended version of MCV (minimum coefficient of variation) and MLV (mean least variance) filters. Different from these filters, this paper proposes an extra-layer for the value-and-criterion function in which orientation information is employed in addition to the intensity information. Furthermore, the selection function is re-modeled by performing low-pass filtering (mean filtering) to reduce multiplicative noise. MID outputs are benchmarked with the outputs of MCV and MLV filters in terms of structural similarity index (SSIM), peak signal-to-noise ratio (PSNR), mean squared error (MSE), standard deviation, and contrast value metrics. Additionally, <i>F</i> Score, which is a hybrid metric that is the combination of all five of those metrics, is presented in order to evaluate all the filters. Experimental results and extensive benchmarking studies show that the proposed method achieves promising results better than conventional MCV and MLV filters in terms of robustness in both edge preservation and noise removal. Noise filter methods normally cannot give better results in noise removal and edge-preserving at the same time. However, this study proves a great contribution that MID filter produces better results in both noise cleaning and edge preservation.https://www.mdpi.com/2079-9292/8/9/936non-linear filtersMCV and MLV filtersde-noisingnoise removaledge preserving
collection DOAJ
language English
format Article
sources DOAJ
author Ibrahim Furkan Ince
Omer Faruk Ince
Faruk Bulut
spellingShingle Ibrahim Furkan Ince
Omer Faruk Ince
Faruk Bulut
MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
Electronics
non-linear filters
MCV and MLV filters
de-noising
noise removal
edge preserving
author_facet Ibrahim Furkan Ince
Omer Faruk Ince
Faruk Bulut
author_sort Ibrahim Furkan Ince
title MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
title_short MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
title_full MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
title_fullStr MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
title_full_unstemmed MID Filter: An Orientation-Based Nonlinear Filter For Reducing Multiplicative Noise
title_sort mid filter: an orientation-based nonlinear filter for reducing multiplicative noise
publisher MDPI AG
series Electronics
issn 2079-9292
publishDate 2019-08-01
description In this study, an edge-preserving nonlinear filter is proposed to reduce multiplicative noise by using a filter structure based on mathematical morphology. This method is called the minimum index of dispersion (MID) filter. MID is an improved and extended version of MCV (minimum coefficient of variation) and MLV (mean least variance) filters. Different from these filters, this paper proposes an extra-layer for the value-and-criterion function in which orientation information is employed in addition to the intensity information. Furthermore, the selection function is re-modeled by performing low-pass filtering (mean filtering) to reduce multiplicative noise. MID outputs are benchmarked with the outputs of MCV and MLV filters in terms of structural similarity index (SSIM), peak signal-to-noise ratio (PSNR), mean squared error (MSE), standard deviation, and contrast value metrics. Additionally, <i>F</i> Score, which is a hybrid metric that is the combination of all five of those metrics, is presented in order to evaluate all the filters. Experimental results and extensive benchmarking studies show that the proposed method achieves promising results better than conventional MCV and MLV filters in terms of robustness in both edge preservation and noise removal. Noise filter methods normally cannot give better results in noise removal and edge-preserving at the same time. However, this study proves a great contribution that MID filter produces better results in both noise cleaning and edge preservation.
topic non-linear filters
MCV and MLV filters
de-noising
noise removal
edge preserving
url https://www.mdpi.com/2079-9292/8/9/936
work_keys_str_mv AT ibrahimfurkanince midfilteranorientationbasednonlinearfilterforreducingmultiplicativenoise
AT omerfarukince midfilteranorientationbasednonlinearfilterforreducingmultiplicativenoise
AT farukbulut midfilteranorientationbasednonlinearfilterforreducingmultiplicativenoise
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